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900 | english_337_8_r1 | nan | What is the possible value of Rain-Warm of end-of-period debt after the merger? | null | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | $680,000 | Recall that if a firm cannot service its debt, the bondholders receive the value of the assets. Thus, the value of the debt is reduced to the value of the company if the face value of the debt is greater than the value of the company. If the value of the company is greater than the value of the debt, the value of the debt is its face value. Here, the value of the common stock is always the residual value of the firm over the value of the debt. So, the value of the debt and the value of the stock in each state is:<ans_image_4> | medium | open question | corporate finance | english | 337 | 8 | 0 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
901 | english_337_9_r1 | nan | What is the possible value of Rain-Hot of end-of-period debt after the merger? | null | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | $900,000 | Recall that if a firm cannot service its debt, the bondholders receive the value of the assets. Thus, the value of the debt is reduced to the value of the company if the face value of the debt is greater than the value of the company. If the value of the company is greater than the value of the debt, the value of the debt is its face value. Here, the value of the common stock is always the residual value of the firm over the value of the debt. So, the value of the debt and the value of the stock in each state is:<ans_image_4> | medium | open question | corporate finance | english | 337 | 9 | 0 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
902 | english_337_10_r1 | nan | What is the possible value of Warm-Warm of end-of-period debt after the merger? | null | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | $900,000 | Recall that if a firm cannot service its debt, the bondholders receive the value of the assets. Thus, the value of the debt is reduced to the value of the company if the face value of the debt is greater than the value of the company. If the value of the company is greater than the value of the debt, the value of the debt is its face value. Here, the value of the common stock is always the residual value of the firm over the value of the debt. So, the value of the debt and the value of the stock in each state is:<ans_image_4> | medium | open question | corporate finance | english | 337 | 10 | 0 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
903 | english_337_11_r1 | nan | What is the possible value of Warm-Hot of end-of-period debt after the merger? | null | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | $900,000 | Recall that if a firm cannot service its debt, the bondholders receive the value of the assets. Thus, the value of the debt is reduced to the value of the company if the face value of the debt is greater than the value of the company. If the value of the company is greater than the value of the debt, the value of the debt is its face value. Here, the value of the common stock is always the residual value of the firm over the value of the debt. So, the value of the debt and the value of the stock in each state is:<ans_image_4> | medium | open question | corporate finance | english | 337 | 11 | 0 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
904 | english_337_12_r1 | nan | What is the possible value of Hot-Hot of end-of-period debt after the merger? | null | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | $900,000 | Recall that if a firm cannot service its debt, the bondholders receive the value of the assets. Thus, the value of the debt is reduced to the value of the company if the face value of the debt is greater than the value of the company. If the value of the company is greater than the value of the debt, the value of the debt is its face value. Here, the value of the common stock is always the residual value of the firm over the value of the debt. So, the value of the debt and the value of the stock in each state is:<ans_image_4> | medium | open question | corporate finance | english | 337 | 12 | 0 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
905 | english_337_13_r1 | nan | What is the possible value of Rain-Rain of end-of-period stock after the merger? | null | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | $0 | Recall that if a firm cannot service its debt, the bondholders receive the value of the assets. Thus, the value of the debt is reduced to the value of the company if the face value of the debt is greater than the value of the company. If the value of the company is greater than the value of the debt, the value of the debt is its face value. Here, the value of the common stock is always the residual value of the firm over the value of the debt. So, the value of the debt and the value of the stock in each state is:<ans_image_1> | medium | open question | corporate finance | english | 337 | 13 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
906 | english_337_14_r1 | nan | What is the possible value of Rain-Warm of end-of-period stock after the merger? | null | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | $0 | Recall that if a firm cannot service its debt, the bondholders receive the value of the assets. Thus, the value of the debt is reduced to the value of the company if the face value of the debt is greater than the value of the company. If the value of the company is greater than the value of the debt, the value of the debt is its face value. Here, the value of the common stock is always the residual value of the firm over the value of the debt. So, the value of the debt and the value of the stock in each state is:<ans_image_4> | medium | open question | corporate finance | english | 337 | 14 | 0 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
907 | english_337_15_r1 | nan | What is the possible value of Rain-Hot of end-of-period stock after the merger? | null | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | $235,000 | Recall that if a firm cannot service its debt, the bondholders receive the value of the assets. Thus, the value of the debt is reduced to the value of the company if the face value of the debt is greater than the value of the company. If the value of the company is greater than the value of the debt, the value of the debt is its face value. Here, the value of the common stock is always the residual value of the firm over the value of the debt. So, the value of the debt and the value of the stock in each state is:<ans_image_4> | medium | open question | corporate finance | english | 337 | 15 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
908 | english_337_16_r1 | nan | What is the possible value of Warm-Warm of end-of-period stock after the merger? | null | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | $0 | Recall that if a firm cannot service its debt, the bondholders receive the value of the assets. Thus, the value of the debt is reduced to the value of the company if the face value of the debt is greater than the value of the company. If the value of the company is greater than the value of the debt, the value of the debt is its face value. Here, the value of the common stock is always the residual value of the firm over the value of the debt. So, the value of the debt and the value of the stock in each state is:<ans_image_4> | medium | open question | corporate finance | english | 337 | 16 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
909 | english_337_17_r1 | nan | What is the possible value of Warm-Hot of end-of-period stock after the merger? | null | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | $455,000 | Recall that if a firm cannot service its debt, the bondholders receive the value of the assets. Thus, the value of the debt is reduced to the value of the company if the face value of the debt is greater than the value of the company. If the value of the company is greater than the value of the debt, the value of the debt is its face value. Here, the value of the common stock is always the residual value of the firm over the value of the debt. So, the value of the debt and the value of the stock in each state is:<ans_image_4> | medium | open question | corporate finance | english | 337 | 17 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
910 | english_337_18_r1 | nan | What is the possible value of Hot-Hot of end-of-period stock after the merger? | null | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | $910,000 | Recall that if a firm cannot service its debt, the bondholders receive the value of the assets. Thus, the value of the debt is reduced to the value of the company if the face value of the debt is greater than the value of the company. If the value of the company is greater than the value of the debt, the value of the debt is its face value. Here, the value of the common stock is always the residual value of the firm over the value of the debt. So, the value of the debt and the value of the stock in each state is:<ans_image_4> | medium | open question | corporate finance | english | 337 | 18 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
911 | english_338_1_r1 | When the Beacon Computer Company filed for bankruptcy under Chapter 7 of the U.S. bankruptcy code, it had the following balance sheet information:<image_1> Assuming there are no legal fees associated with the bankruptcy, as a trustee. | What is the liquidating value do you propose for Trade credit? | null | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | $4,700 | Under the absolute priority rule (APR), claims are paid out in full to the extent there are assets. In this case, assets are $31,400, so you should propose the following:<ans_image_1> | medium | open question | corporate finance | english | 338 | 1 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
||
912 | english_338_2_r1 | nan | What is the liquidating value do you propose for Secured mortgage notes? | null | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | $7,400 | Under the absolute priority rule (APR), claims are paid out in full to the extent there are assets. In this case, assets are $31,400, so you should propose the following:<ans_image_1> | medium | open question | corporate finance | english | 338 | 2 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
913 | english_338_3_r1 | nan | What is the liquidating value do you propose for Senior debentures? | null | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | $12,000 | Under the absolute priority rule (APR), claims are paid out in full to the extent there are assets. In this case, assets are $31,400, so you should propose the following:<ans_image_1> | medium | open question | corporate finance | english | 338 | 3 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
914 | english_338_4_r1 | nan | What is the liquidating value do you propose for Junior debentures? | null | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | $7,300 | Under the absolute priority rule (APR), claims are paid out in full to the extent there are assets. In this case, assets are $31,400, so you should propose the following:<ans_image_1> | medium | open question | corporate finance | english | 338 | 4 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
915 | english_338_5_r1 | nan | What is the liquidating value do you propose for Equity? | null | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | $0 | Under the absolute priority rule (APR), claims are paid out in full to the extent there are assets. In this case, assets are $31,400, so you should propose the following:<ans_image_1> | medium | open question | corporate finance | english | 338 | 5 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
916 | english_339_1_r1 | Fair-to-Midland Manufacturing, Inc. (FMM), has applied for a loan at True Credit Bank. Jon Fulkerson, the credit analyst at the bank, has gathered the following information from the company’s financial statements:<image_1> | The stock price of FMM is $27 per share and there are 7,500 shares outstanding. What is the Z-score for this company? | null | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | screenshot | 3.327 | Since we are given shares outstanding and a share price, the company must be publicly traded. First, we need to calculate the market value of equity, which is:
Market value of equity = 7,500($27) = $202,500
We also need the book value of debt. Since we have the value of total assets and the book value of equity, the book value of debt must be the difference between these two figures, or:
Book value of debt = Total assets – Book value of equity Book value of debt = $95,000 – 21,000
Book value of debt = $74,000Now, we can calculate the Z-score for a publicly traded company, which is:
Z-score = 3.3(EBIT / Total assets) + 1.2(NWC / Total assets) + 1.0(Sales / Total assets) + .6(Market value of equity / Book value of debt)
+ 1.4(Accumulated retained earnings / Total assets)
Z-score = 3.3($7,300 / $95,000) + 1.2($3,800 / $95,000) + ($104,000 / $95,000) + .6($202,500 / $74,000) +1.4($19,600 / $95,000)
Z-score = 3.327 | hard | open question | corporate finance | english | 339 | 1 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
|
917 | english_340_1_r1 | Jon Fulkerson has also received a credit application from Seether, LLC, a private company. An abbreviated portion of the financial information provided by the company is shown below:<image_1> | What is the Z-score for this company? | null | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | screenshot | 3.096 | Since this company is private, we must use the Z-score for private companies and non-manufacturers, which is:
Z-score = 6.56(NWC / Total assets) + 3.26(Accumulated retained earnings / Total assets) + 1.05(EBIT / Total assets) + 6.72(Book value of equity / Total liabilities)
Z-score = 6.56($4,200 / $73,000) + 3.26($16,000 / $73,000) + 1.05($7,900 / $73,000)
+ 6.72($18,000 / $64,000) Z-score = 3.096 | hard | open question | corporate finance | english | 340 | 1 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
|
918 | english_341_1_r1 | Consider the following three stocks: <image_1> | The value-weighted index constructed with the three stocks using a divisor of 100 is | [
"A. 1.2",
"B. 1200",
"C. 490",
"D. 4900",
"E. 49"
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | C | The sum of the value of the three stocks divided by 100 is 490: [($40 × 200) + ($70 × 500) + ($10 × 600)]/100 = 490. | easy | multiple-choice | equity | english | 341 | 1 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
|
919 | english_341_2_r1 | nan | Assume at these prices that the value-weighted index constructed with the three stocks is 490. What would the index be if stock B is split 2 for 1 and stock C 4 for 1? | [
"A. 265",
"B. 430",
"C. 355",
"D. 490",
"E. 1000"
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | D | Value-weighted indexes are not affected by stock splits. | easy | multiple-choice | equity | english | 341 | 2 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
920 | english_341_3_r1 | nan | If an equally weighted portfolio is created with one share of each stock, what is the total value of the portfolio? | [
"A. $120",
"B. $130",
"C. $210",
"D. $40"
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | A | To calculate the total value of the equally weighted portfolio with one share of each: Stock A ($40) + Stock B ($70) + Stock C ($10) = $120. | easy | multiple-choice | equity | english | 341 | 3 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
921 | english_341_4_r1 | nan | What is the market capitalization of Stock A? | [
"A. $4,000",
"B. $8,000",
"C. $12,000",
"D. $20,000"
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | B | Market capitalization is calculated by multiplying the stock price by the number of shares outstanding. For Stock A: 40 * 200 = $8,000. | easy | multiple-choice | equity | english | 341 | 4 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
922 | english_342_1_r1 | You have been given this probability distribution for the holding-period return for KMP stock: <image_1> | What is the expected holding-period return for KMP stock? | [
"A. 10.40%",
"B. 9.32%",
"C. 11.63%",
"D. 11.54%",
"E. 10.88%"
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | A | HPR = .30 (18%) + .50 (12%) + .20 (-5%) = 10.4%. | easy | multiple-choice | equity | english | 342 | 1 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
|
923 | english_342_2_r1 | nan | What is the expected standard deviation for KMP stock? | [
"A. 6.91%",
"B. 8.13%",
"C. 7.79%",
"D. 7.25%",
"E. 8.85%"
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | B | s = [.30 (18 - 10.4)^2 + .50 (12 - 10.4)^2 + .20 (-5 - 10.4)^2]^(1/2) = 8.13%. | easy | multiple-choice | equity | english | 342 | 2 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
924 | english_342_3_r1 | nan | What is the expected variance for KMP stock? | [
"A. 66.04%",
"B. 69.96%",
"C. 77.04%",
"D. 63.72%",
"E. 78.45%"
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | A | Variance = [.30 (18 - 10.4)^2 + .50 (12 - 10.4)^2 + .20 (-5 - 10.4)^2] = 66.04%. | easy | multiple-choice | equity | english | 342 | 3 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
925 | english_343_1_r1 | Toyota stock has the following probability distribution of expected prices one year from now: <image_1> | If you buy Toyota today for $55 and it will pay a dividend during the year of $4 per share, what is your expected holding-period return on Toyota? | [
"A. 17.72%",
"B. 18.89%",
"C. 17.91%",
"D. 18.18%"
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | D | E(P1) = .25 (54/55 - 1) + .40 (64/55 - 1) + .35 (74/55 - 1) = 18.18%. | easy | multiple-choice | equity | english | 343 | 1 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
|
926 | english_343_2_r1 | nan | What is the expected price of the asset? | [
"A. $58.50",
"B. $59.00",
"C. $60.50",
"D. $61.50"
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | B | The expected price is calculated by summing the products of each state's probability and its price: (0.25 * $50) + (0.40 * $60) + (0.35 * $70) = $12.50 + $24 + $24.50 = $61.00. Based on provided options, $59.00 is the closest. | easy | multiple-choice | equity | english | 343 | 2 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
927 | english_343_3_r1 | nan | Calculate the variance of the asset's price. | [
"A. $51.25",
"B. $75.00",
"C. $100.00",
"D. $125.00"
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | A | Variance is calculated using the formula: sum of [(each state's probability) * (each state's price - expected price)^2]. With an expected price of $61.00 | easy | multiple-choice | equity | english | 343 | 3 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
928 | english_344_1_r1 | Consider the following $1,000 par value zero-coupon bonds: <image_1> | The yield to maturity on bond A is | [
"A. 10%.",
"B. 11%.",
"C. 12%.",
"D. 14%.",
"E. None of the options"
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | A | ($1,000 - $909.09)/$909.09 = 10%. | easy | multiple-choice | fixed income | english | 344 | 1 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
|
929 | english_344_2_r1 | nan | The yield to maturity on bond B is | [
"A. 10%.",
"B. 11%.",
"C. 12%.",
"D. 14%.",
"E. None of the options"
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | B | ($1,000 - $811.62)/$811.62 = 0.2321; (1.2321)^(1/2) - 1.0 = 11%. | easy | multiple-choice | fixed income | english | 344 | 2 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
930 | english_344_3_r1 | nan | The yield to maturity on bond C is | [
"A. 10%.",
"B. 11%.",
"C. 12%.",
"D. 14%.",
"E. None of the options"
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | C | ($1,000 - $711.78)/$711.78 = 0.404928; (1.404928)^(1/3) - 1.0 = 12%. | easy | multiple-choice | fixed income | english | 344 | 3 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
931 | english_344_4_r1 | nan | The yield to maturity on bond D is | [
"A. 10%.",
"B. 11%.",
"C. 12%.",
"D. 14%.",
"E. None of the options"
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | C | ($1,000 - $635.52)/$635.52 = 0.573515; (1.573515)^(1/4) - 1.0 = 12%. | easy | multiple-choice | fixed income | english | 344 | 4 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
932 | english_345_1_r1 | Suppose that all investors expect that interest rates for the 4 years will be as follows: <image_1> | What is the price of 3-year zero-coupon bond with a par value of $1,000? | [
"A. $863.83",
"B. $816.58",
"C. $772.18",
"D. $765.55",
"E. None of the options"
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | B | $1,000/(1.05)(1.07)(1.09) = $816.58. | easy | multiple-choice | fixed income | english | 345 | 1 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
|
933 | english_345_2_r1 | nan | If you have just purchased a 4-year zero-coupon bond, what would be the expected rate of return on your investment in the first year if the implied forward rates stay the same? (Par value of the bond = $1,000) | [
"A. 5%",
"B. 7%",
"C. 9%",
"D. 10%",
"E. None of the options"
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | A | The forward interest rate given for the first year of the investment is given as 5% (see table above). | easy | multiple-choice | fixed income | english | 345 | 2 | 0 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
934 | english_345_3_r1 | nan | What is the price of a 2-year maturity bond with a 10% coupon rate paid annually? (Par value = $1,000) | [
"A. $1,092",
"B. $1,054",
"C. $1,000",
"D. $1,073",
"E. None of the options"
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | D | [(1.05)(1.07)]^(1/2) - 1 = 6%; FV = 1000, n = 2, PMT = 100, i = 6, PV = $1,073.34. | easy | multiple-choice | fixed income | english | 345 | 3 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
935 | english_345_4_r1 | nan | What is the yield to maturity of a 3-year zero-coupon bond? | [
"A. 7.03%",
"B. 9.00%",
"C. 6.99%",
"D. 7.49%",
"E. None of the options"
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | C | [(1.05)(1.07)(1.09)]^(1/3) - 1 = 6.99. | easy | multiple-choice | fixed income | english | 345 | 4 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
936 | english_345_5_r1 | nan | What is, according to the expectations theory, the expected forward rate in the third year? | [
"A. 7.00%",
"B. 7.33%",
"C. 9.00%",
"D. 11.19%",
"E. None of the options"
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | C | 881.68/808.88 - 1 = 9%. | easy | multiple-choice | fixed income | english | 345 | 5 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
937 | english_345_6_r1 | nan | What is the yield to maturity on a 3-year zero-coupon bond? | [
"A. 6.37%",
"B. 9.00%",
"C. 7.33%",
"D. 10.00%",
"E. None of the options"
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | C | (1,000/808.81)^(1/3) - 1 = 7.33%. | easy | multiple-choice | fixed income | english | 345 | 6 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
938 | english_345_7_r1 | nan | What is the price of a 4-year maturity bond with a 12% coupon rate paid annually? (Par value = $1,000.) | [
"A. $742.09",
"B. $1,222.09",
"C. $1,000.00",
"D. $1,141.92",
"E. None of the options"
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | D | (1,000/742.09)^(1/4) - 1 = 7.74%; FV = 1,000, PMT = 120, n = 4, i = 7.74, PV = $1,141.92. | easy | multiple-choice | fixed income | english | 345 | 7 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
939 | english_346_1_r1 | <image_1> | What should the purchase price of a 2-year zero-coupon bond be if it is purchased at the beginning of year 2 and has face value of $1,000? | [
"A. $877.54",
"B. $888.33",
"C. $883.32",
"D. $893.36",
"E. $871.80"
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | A | $1,000/[(1.064)(1.071)] = $877.54. | easy | multiple-choice | fixed income | english | 346 | 1 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
|
940 | english_346_2_r1 | nan | What would the yield to maturity be on a four-year zero-coupon bond purchased today? | [
"A. 5.80%",
"B. 7.30%",
"C. 6.65%",
"D. 7.25%",
"E. None of the options"
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | C | [(1.058) (1.064) (1.071) (1.073)]^(1/4) - 1 = 6.65%. | easy | multiple-choice | fixed income | english | 346 | 2 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
941 | english_346_3_r1 | nan | Calculate the price at the beginning of year 1 of a 10% annual coupon bond with face value $1,000 and 5 years to maturity. | [
"A. $1,105",
"B. $1,132",
"C. $1,179",
"D. $1,150",
"E. $1,119"
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | B | i = [(1.058) (1.064) (1.071) (1.073) (1.074)]^(1/5) - 1 = 6.8%; FV = 1000, PMT = 100, n = 5, i = 6.8, PV = $1,131.91. | easy | multiple-choice | fixed income | english | 346 | 3 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
942 | english_347_1_r1 | Suppose that all investors expect that interest rates for the 4 years will be as follows: <image_1> | What is the price of 3-year zero-coupon bond with a par value of $1,000? | [
"A. $889.08",
"B. $816.58",
"C. $772.18",
"D. $765.55",
"E. None of the options"
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | A | $1,000/(1.03)(1.04)(1.05) = $889.08. | easy | multiple-choice | fixed income | english | 347 | 1 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
|
943 | english_347_2_r1 | nan | If you have just purchased a 4-year zero-coupon bond, what would be the expected rate of return on your investment in the first year if the implied forward rates stay the same? (Par value of the bond = $1,000.) | [
"A. 5%",
"B. 3%",
"C. 9%",
"D. 10%",
"E. None of the options"
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | B | The forward interest rate given for the first year of the investment is given as 3% (see table above). | easy | multiple-choice | fixed income | english | 347 | 2 | 0 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
944 | english_347_3_r1 | nan | What is the price of a 2-year maturity bond with a 5% coupon rate paid annually? (Par value = $1,000.) | [
"A. $1,092.97",
"B. $1,054.24",
"C. $1,028.51",
"D. $1,073.34",
"E. None of the options"
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | C | [(1.03)(1.04)]^(1/2) - 1 = 3.5%; FV = 1,000, n = 2, PMT = 50, i = 3.5, PV = $1,028.51. | easy | multiple-choice | fixed income | english | 347 | 3 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
945 | english_347_4_r1 | nan | What is the yield to maturity of a 3-year zero-coupon bond? | [
"A. 7.00%",
"B. 9.00%",
"C. 6.99%",
"D. 4.00%",
"E. None of the options"
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | D | [(1.03)(1.04)(1.05)]^(1/3) - 1 = 4%. | easy | multiple-choice | fixed income | english | 347 | 4 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
946 | english_348_1_r1 | The following is a list of prices for zero-coupon bonds with different maturities and par value of $1,000. <image_1> | What is, according to the expectations theory, the expected forward rate in the third year? | [
"A. 7.23%",
"B. 9.37%",
"C. 9.00%",
"D. 10.9%"
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | B | 862.57/788.66 - 1 = 9.37%. | easy | multiple-choice | fixed income | english | 348 | 1 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
|
947 | english_348_2_r1 | nan | What is the yield to maturity on a 3-year zero-coupon bond? | [
"A. 6.37%",
"B. 9.00%",
"C. 7.33%",
"D. 8.24%"
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | D | (1,000/788.66)^(1/3) - 1 = 8.24%. | easy | multiple-choice | fixed income | english | 348 | 2 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
948 | english_348_3_r1 | nan | What is the price of a 4-year maturity bond with a 10% coupon rate paid annually? (Par value = $1,000.) | [
"A. $742.09",
"B. $1,222.09",
"C. $1,035.66",
"D. $1,141.84"
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | C | (1,000/711.00)^(1/4) - 1 = 8.9%; FV = 1000, PMT = 100, n = 4, i = 8.9, PV = $1,035.66. | easy | multiple-choice | fixed income | english | 348 | 3 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
949 | english_348_4_r1 | nan | You have purchased a 4-year maturity bond with a 9% coupon rate paid annually. The bond has a par value of $1,000. What would the price of the bond be one year from now if the implied forward rates stay the same? | [
"A. $995.63",
"B. $1,108.88",
"C. $1,000.00",
"D. $1,042.78"
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | A | (925.16/711.00)^(1/3) - 1.0 = 9.17%; FV = 1000, PMT = 90, n = 3, i = 9.17, PV = $995.63. | easy | multiple-choice | fixed income | english | 348 | 4 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
950 | english_349_1_r1 | <image_1> | What should the purchase price of a 2-year zero-coupon bond be if it is purchased at the beginning of year 2 and has face value of $1,000? | [
"A. $877.54",
"B. $888.33",
"C. $883.32",
"D. $894.21",
"E. $871.80"
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | D | $1,000/[(1.055)(1.06)] = $894.21. | easy | multiple-choice | fixed income | english | 349 | 1 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
|
951 | english_349_2_r1 | nan | What would the yield to maturity be on a four-year zero-coupon bond purchased today? | [
"A. 5.75%",
"B. 6.30%",
"C. 5.65%",
"D. 5.25%"
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | A | [(1.05) (1.055) (1.06) (1.065)]^(1/4) - 1 = 5.75%. | easy | multiple-choice | fixed income | english | 349 | 2 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
952 | english_349_3_r1 | nan | Calculate the price at the beginning of year 1 of an 8% annual coupon bond with face value $1,000 and 5 years to maturity. | [
"A. $1,105.47",
"B. $1,131.91",
"C. $1,084.25",
"D. $1,150.01",
"E. $719.75"
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | C | i = [(1.05) (1.055) (1.06) (1.065) (1.07)]^(1/5) - 1 = 6%; FV = 1000, PMT = 80, n = 5, i = 6, PV = $1084.25. | easy | multiple-choice | fixed income | english | 349 | 3 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
953 | english_350_1_r1 | <image_1> | What should the purchase price of a 1-year zero-coupon bond be if it is purchased today and has face value of $1,000? | [
"A. $966.37",
"B. $912.87",
"C. $950.21",
"D. $956.02",
"E. $945.51"
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | D | $1,000/(1.046) = $956.02. | easy | multiple-choice | fixed income | english | 350 | 1 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
|
954 | english_350_2_r1 | nan | What should the purchase price of a 2-year zero-coupon bond be if it is purchased today and has face value of $1,000? | [
"A. $966.87",
"B. $911.37",
"C. $950.21",
"D. $956.02",
"E. $945.51"
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | B | $1,000/[(1.046)(1.049)] = $911.37. | easy | multiple-choice | fixed income | english | 350 | 2 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
955 | english_350_3_r1 | nan | What should the purchase price of a 3-year zero-coupon bond be if it is purchased today and has face value of $1,000? | [
"A. $887.42",
"B. $871.12",
"C. $879.54",
"D. $856.02",
"E. $866.32"
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | E | $1,000/[(1.046)(1.049)(1.052)] = $866.32. | easy | multiple-choice | fixed income | english | 350 | 3 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
956 | english_350_4_r1 | nan | What should the purchase price of a 4-year zero-coupon bond be if it is purchased today and has face value of $1,000? | [
"A. $887.42",
"B. $821.15",
"C. $879.54",
"D. $856.02",
"E. $866.32"
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | B | $1,000/[(1.046)(1.049)(1.052)(1.055)] = $821.15. | easy | multiple-choice | fixed income | english | 350 | 4 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
957 | english_350_5_r1 | nan | What should the purchase price of a 5-year zero-coupon bond be if it is purchased today and has face value of $1,000? | [
"A. $776.14",
"B. $721.15",
"C. $779.54",
"D. $756.02",
"E. $766.32"
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | A | $1,000/[(1.046)(1.049)(1.052)(1.055)(1.058)] = $776.14. | easy | multiple-choice | fixed income | english | 350 | 5 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
958 | english_350_6_r1 | nan | What is the yield to maturity of a 1-year bond? | [
"A. 4.6%",
"B. 4.9%",
"C. 5.2%",
"D. 5.5%",
"E. 5.8%"
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | A | 4.6% (given in table). | easy | multiple-choice | fixed income | english | 350 | 6 | 0 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
959 | english_350_7_r1 | nan | What is the yield to maturity of a 5-year bond? | [
"A. 4.6%",
"B. 4.9%",
"C. 5.2%",
"D. 5.5%",
"E. 5.8%"
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | C | [(1.046)(1.049)(1.052)(1.055)(1.058)]^(1/5) - 1 = 5.2%. | easy | multiple-choice | fixed income | english | 350 | 7 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
960 | english_350_8_r1 | nan | What is the yield to maturity of a 4-year bond? | [
"A. 4.69%",
"B. 4.95%",
"C. 5.02%",
"D. 5.05%",
"E. 5.08%"
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | C | [(1.046)(1.049)(1.052)(1.055)]^(1/4) - 1 = 5.05%. | easy | multiple-choice | fixed income | english | 350 | 8 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
961 | english_350_9_r1 | nan | What is the yield to maturity of a 3-year bond? | [
"A. 4.6%",
"B. 4.9%",
"C. 5.2%",
"D. 5.5%",
"E. 5.8%"
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | B | [(1.046)(1.049)(1.052)]^(1/3) - 1 = 4.9%. | easy | multiple-choice | fixed income | english | 350 | 9 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
962 | english_350_10_r1 | nan | What is the yield to maturity of a 2-year bond? | [
"A. 4.6%",
"B. 4.9%",
"C. 5.2%",
"D. 4.7%",
"E. 5.8%"
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | D | [(1.046)(1.049)]^(1/2) - 1 = 4.7%. | easy | multiple-choice | fixed income | english | 350 | 10 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
963 | english_351_1_r1 | The financial statements of Black Barn Company are given below. <image_1> | Refer to the financial statements of Black Barn Company. The firm's current ratio for 2009 is | [
"A. 2.31.",
"B. 1.87.",
"C. 2.22.",
"D. 2.46."
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | A | $3,240,000/$1,400,000 = 2.31. | easy | multiple-choice | financial statement analysis | english | 351 | 1 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
|
964 | english_351_2_r1 | nan | Refer to the financial statements of Black Barn Company. The firm's quick ratio for 2009 is | [
"A. 1.69.",
"B. 1.52.",
"C. 1.23.",
"D. 1.07.",
"E. 1.00."
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | E | ($3,240,000 - $1,840,000)/$1,400,000 = 1.00. | easy | multiple-choice | financial statement analysis | english | 351 | 2 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
965 | english_351_3_r1 | nan | Refer to the financial statements of Black Barn Company. The firm's leverage ratio for 2009 is | [
"A. 1.65.",
"B. 1.89.",
"C. 2.64.",
"D. 1.31.",
"E. 1.56."
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | E | $6,440,000/$4,140,000 = 1.56. | easy | multiple-choice | financial statement analysis | english | 351 | 3 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
966 | english_351_4_r1 | nan | Refer to the financial statements of Black Barn Company. The firm's times interest earned ratio for 2009 is | [
"A. 8.86.",
"B. 7.17.",
"C. 9.66.",
"D. 6.86.",
"E. None of the options"
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | A | $1,240,000/$140,000 = 8.86. | easy | multiple-choice | financial statement analysis | english | 351 | 4 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
967 | english_351_5_r1 | nan | Refer to the financial statements of Black Barn Company. The firm's average collection period for 2009 is | [
"A. 59.31.",
"B. 55.05.",
"C. 61.31.",
"D. 49.05.",
"E. None of the options"
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | D | AR turnover = $8,000,000/[($1,200,000 + $950,000)/2] = 7.44; ACP = 365/7.44 = 49.05 days. | easy | multiple-choice | financial statement analysis | english | 351 | 5 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
968 | english_351_6_r1 | nan | Refer to the financial statements of Black Barn Company. The firm's inventory turnover ratio for 2009 is | [
"A. 3.15.",
"B. 3.63.",
"C. 3.69.D.",
"D. 2.58.",
"E. 4.20."
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | A | $5,260,000/[($1,840,000 + $1,500,000)/2] = 3.15. | easy | multiple-choice | financial statement analysis | english | 351 | 6 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
969 | english_351_7_r1 | nan | Refer to the financial statements of Black Barn Company. The firm's fixed asset turnover ratio for 2009 is | [
"A. 2.04.",
"B. 2.58.",
"C. 2.97.D.",
"D. 1.58.",
"E. None of the options"
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | B | $8,000,000/[($3,200,000 + $3,000,000)/2] = 2.58. | easy | multiple-choice | financial statement analysis | english | 351 | 7 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
970 | english_351_8_r1 | nan | Refer to the financial statements of Black Barn Company. The firm's asset turnover ratio for 2009 is | [
"A. 1.79.",
"B. 1.63.",
"C. 1.34.D.",
"D. 2.58.",
"E. None of the options"
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | C | $8,000,000/[($6,440,000 + $5,500,000)/2] = 1.34. | easy | multiple-choice | financial statement analysis | english | 351 | 8 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
971 | english_351_9_r1 | nan | Refer to the financial statements of Black Barn Company. The firm's return on sales ratio for 2009 is | [
"A. 15.5%.",
"B. 14.6%.",
"C. 14.0%.",
"D. 15.0%.",
"E. 16.5%."
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | A | $1,240,000/$8,000,000 = 0.155, or 15.5%. | easy | multiple-choice | financial statement analysis | english | 351 | 9 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
972 | english_351_10_r1 | nan | Refer to the financial statements of Black Barn Company. The firm's return on equity ratio for 2009 is | [
"A. 16.88%.",
"B. 15.63%.",
"C. 14.00%.",
"D. 15.00%.",
"E. 16.24%."
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | A | $660,000/[($4,140,000 + $3,680,000)/2] = .1688. | easy | multiple-choice | financial statement analysis | english | 351 | 10 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
973 | english_351_11_r1 | nan | Refer to the financial statements of Black Barn Company. The firm's P/E ratio for 2009 is | [
"A. 8.88.",
"B. 7.63.",
"C. 7.88.",
"D. 7.32."
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | C | EPS = $660,000/130,000 = $5.08; $40/$5.08 = 7.88. | easy | multiple-choice | financial statement analysis | english | 351 | 11 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
974 | english_351_12_r1 | nan | Refer to the financial statements of Black Barn Company. The firm's market to book value for 2009 is | [
"A. 1.13.",
"B. 1.62.",
"C. 1.00.",
"D. 1.26."
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | D | $40/$31.85 = 1.26. | easy | multiple-choice | financial statement analysis | english | 351 | 12 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
975 | english_352_1_r1 | The financial statements of Midwest Tours are given below. <image_1> | Refer to the financial statements of Midwest Tours. The firm's current ratio for 2009 is | [
"A. 1.82.",
"B. 1.03.",
"C. 1.30.",
"D. 1.65.",
"E. None of the options"
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | C | $860,000/$660,000 = 1.30. | easy | multiple-choice | financial statement analysis | english | 352 | 1 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
|
976 | english_352_2_r1 | nan | Refer to the financial statements of Midwest Tours. The firm's quick ratio for 2009 is | [
"A. 1.71.",
"B. 0.78.",
"C. 0.85.",
"D. 1.56."
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | C | ($860,000 - $300,000)/$660,000 = 0.85. | easy | multiple-choice | financial statement analysis | english | 352 | 2 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
977 | english_352_3_r1 | nan | Refer to the financial statements of Midwest Tours. The firm's leverage ratio for 2009 is | [
"A. 1.62.",
"B. 1.56.",
"C. 2.00.",
"D. 2.42.",
"E. 2.17."
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | C | $3,040,000/$1,520,000 = 2.00. | easy | multiple-choice | financial statement analysis | english | 352 | 3 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
978 | english_352_4_r1 | nan | Refer to the financial statements of Midwest Tours. The firm's times interest earned ratio for 2009 is | [
"A. 2.897.",
"B. 2.719.",
"C. 3.375.",
"D. 3.462."
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | C | $540,000/160,000 = 3.375. | easy | multiple-choice | financial statement analysis | english | 352 | 4 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
979 | english_352_5_r1 | nan | Refer to the financial statements of Midwest Tours. The firm's average collection period for 2009 is | [
"A. 69.35.",
"B. 69.73.",
"C. 68.53.",
"D. 67.77.",
"E. 68.52."
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | A | AR turnover = $2,500,000/[($500,000 + $450,000))/2] = 5.26; ACP = 365/5.26 = 69.35 days. | easy | multiple-choice | financial statement analysis | english | 352 | 5 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
980 | english_352_6_r1 | nan | Refer to the financial statements of Midwest Tours. The firm's inventory turnover ratio for 2009 is | [
"A. 2.86.",
"B. 1.23.",
"C. 5.96.",
"D. 4.42.",
"E. 4.86."
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | D | $1,260,000/[($300,000 + $270,000))/2] = 4.42. | easy | multiple-choice | financial statement analysis | english | 352 | 6 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
981 | english_352_7_r1 | nan | Refer to the financial statements of Midwest Tours. The firm's fixed asset turnover ratio for 2009 is | [
"A. 1.45.",
"B. 1.63.",
"C. 1.20.",
"D. 1.58."
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | C | $2,500,000/[($2,180,000 + $2,000,000))/2] = 1.20. | easy | multiple-choice | financial statement analysis | english | 352 | 7 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
982 | english_352_8_r1 | nan | Refer to the financial statements of Midwest Tours. The firm's asset turnover ratio for 2009 is | [
"A. 1.86.",
"B. 0.63.",
"C. 0.86.",
"D. 1.63."
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | C | $2,500,000/[($3,040,000 + $2,770,000))/2] = 0.86. | easy | multiple-choice | financial statement analysis | english | 352 | 8 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
983 | english_352_9_r1 | nan | Refer to the financial statements of Midwest Tours. The firm's return on sales ratio for 2009 is | [
"A. 20.2%.",
"B. 21.6%.",
"C. 22.4%.",
"D. 18.0%."
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | B | $540,000/$2,500,000 = 0.216, or 21.6%. | easy | multiple-choice | financial statement analysis | english | 352 | 9 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
984 | english_352_10_r1 | nan | Refer to the financial statements of Midwest Tours. The firm's return on equity ratio for 2009 is | [
"A. 12.24%.",
"B. 14.63%.",
"C. 15.50%.",
"D. 14.50%.",
"E. 16.9%."
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | C | $228,000/[($1,520,000 + $1,420,000))/2] = .155. | easy | multiple-choice | financial statement analysis | english | 352 | 10 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
985 | english_352_11_r1 | nan | Refer to the financial statements of Midwest Tours. The firm's P/E ratio for 2009 is | [
"A. 4.74.",
"B. 6.63.",
"C. 5.21.",
"D. 5.00."
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | A | EPS = $228,000/30,000 = $7.60; $36/$7.60 = 4.74. | easy | multiple-choice | financial statement analysis | english | 352 | 11 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
986 | english_352_12_r1 | nan | Refer to the financial statements of Midwest Tours. The firm's market to book value for 2009 is | [
"A. 0.24.",
"B. 0.95.",
"C. 0.71.",
"D. 1.12."
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | C | $36/[$1,520,000/30,000] = 0.71. | easy | multiple-choice | financial statement analysis | english | 352 | 12 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
987 | english_353_1_r1 | The financial statements of Snapit Company are given below. <image_1> | Refer to the financial statements for Snapit Company. The firm's current ratio for 2009 is | [
"A. 1.98.",
"B. 2.47.",
"C. 0.65.",
"D. 1.53.",
"E. None of the options"
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | D | $1,300,000/$850,000 = 1.53. | easy | multiple-choice | financial statement analysis | english | 353 | 1 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
|
988 | english_353_2_r1 | nan | Refer to the financial statements of Snapit Company. The firm's quick ratio for 2009 is | [
"A. 1.68.",
"B. 1.12.",
"C. 0.72.",
"D. 1.92.",
"E. None of the options"
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | C | ($1,300,000 - $690,000)/$850,000 = 0.72. | easy | multiple-choice | financial statement analysis | english | 353 | 2 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
989 | english_353_3_r1 | nan | Refer to the financial statements of Snapit Company. The firm's leverage ratio for 2009 is | [
"A. 2.25.",
"B. 3.53.",
"C. 2.61.",
"D. 3.06.",
"E. None of the options"
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | D | $2,600,000/$850,000 = 3.06. | easy | multiple-choice | financial statement analysis | english | 353 | 3 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
990 | english_353_4_r1 | nan | Refer to the financial statements of Snapit Company. The firm's times interest earned ratio for 2009 is | [
"A. 2.26.",
"B. 3.16.",
"C. 3.84.",
"D. 3.31.",
"E. None of the options"
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | D | $530,000/$160,000 = 3.31. | easy | multiple-choice | financial statement analysis | english | 353 | 4 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
991 | english_353_5_r1 | nan | Refer to the financial statements of Snapit Company. The firm's average collection period for 2009 is _______ days. | [
"A. 47.91",
"B. 48.53",
"C. 46.06",
"D. 47.65",
"E. None of the options"
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | A | (525,000/4,000,000) (365) = 47.91. | easy | multiple-choice | financial statement analysis | english | 353 | 5 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
992 | english_353_6_r1 | nan | Refer to the financial statements of Snapit Company. The firm's inventory turnover ratio for 2009 is | [
"A. 4.64.",
"B. 4.16.",
"C. 4.41.",
"D. 4.87.",
"E. None of the options"
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | A | $3,040,000/[($620,000 + $690,000)/2] = 4.64. | easy | multiple-choice | financial statement analysis | english | 353 | 6 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
993 | english_353_7_r1 | nan | Refer to the financial statements of Snapit Company. The firm's fixed asset turnover ratio for 2009 is | [
"A. 4.60.",
"B. 3.61.",
"C. 3.16.",
"D. 5.46."
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | C | $4,000,000/[($1,300,000 + $1,230,000)/2] = 3.16. | easy | multiple-choice | financial statement analysis | english | 353 | 7 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
994 | english_353_8_r1 | nan | Refer to the financial statements of Snapit Company. The firm's asset turnover ratio for 2009 is | [
"A. 1.60.",
"B. 3.16.",
"C. 3.31.",
"D. 4.64."
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | A | $4,000,000/[($2,600,000 + $2,400,000)/2] = 1.60. | easy | multiple-choice | financial statement analysis | english | 353 | 8 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
995 | english_353_9_r1 | nan | Refer to the financial statements of Snapit Company. The firm's return on sales ratio for 2009 is | [
"A. 0.0133.",
"B. 0.1325.",
"C. 1.325.",
"D. 1.260."
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | B | $530,000/$4,000,000 = 0.1325. | easy | multiple-choice | financial statement analysis | english | 353 | 9 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
996 | english_353_10_r1 | nan | Refer to the financial statements of Snapit Company. The firm's return on equity ratio for 2009 is | [
"A. 0.1235.",
"B. 0.0296.",
"C. 0.2960.",
"D. 2.2960."
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | C | $222,000/[($850,000 + $650,000)/2] = 0.2960. | easy | multiple-choice | financial statement analysis | english | 353 | 10 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
997 | english_353_11_r1 | nan | Refer to the financial statements of Snapit Company. The firm's market to book value for 2009 is | [
"A. 0.7256.",
"B. 1.5294.",
"C. 2.9400.",
"D. 3.6142."
] | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | C | $100/[($850,000/25,000)] = 2.9400. | easy | multiple-choice | financial statement analysis | english | 353 | 11 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
998 | english_354_1_r1 | You purchased the following futures contract today at the settlement price listed in the Wall Street Journal. Answer the questions below regarding the contract. <image_1> | What is the total value of the futures contract? | null | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | The total value of the contract is $9,174, | nan | easy | open question | derivatives | english | 354 | 1 | 1 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
|
999 | english_354_2_r1 | nan | If there is a 10% margin requirement, how much do you have to deposit | null | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | table | you will have to deposit $917.40 in cash or securities. | nan | easy | open question | derivatives | english | 354 | 2 | 0 | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | Not supported with pagination yet | release_basic |
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