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Math_1
|
Which of the figures shown bellow cannot be cut out of the figure illustrated nearby?
<image_1>
|
[
"A",
"B",
"C",
"D",
"E"
] |
E
|
2D Transformation
|
MathVision
|
Which of the figures shown bellow cannot be cut out of the figure illustrated nearby?
<
Options:
A
B
C
D
E
|
|
Math_2
|
A square is cut into four pieces. Which shape can you not make with these four pieces?
<image_1>
|
[
"A",
"B",
"C",
"D",
"E"
] |
D
|
2D Transformation
|
MathVision
|
A square is cut into four pieces. Which shape can you not make with these four pieces?
<
Options:
A
B
C
D
E
|
|
Math_3
|
Which part of the house is missing?
<image_1>
|
[
"A",
"B",
"C",
"D",
"E"
] |
E
|
2D Transformation
|
MathVision
|
Which part of the house is missing?
<
Options:
A
B
C
D
E
|
|
Math_4
|
Florian has 10 equally long metal strips with equally many holes.
<image_1>
He bolts the metal strips together in pairs. Now he has five long strips (see the diagram).
Which of the long strips is the shortest?
|
[
"A",
"B",
"C",
"D",
"E"
] |
B
|
2D Transformation
|
MathVision
|
Florian has 10 equally long metal strips with equally many holes.
<image_1>
He bolts the metal strips together in pairs. Now he has five long strips (see the diagram).
Which of the long strips is the shortest?
Options:
A
B
C
D
E
|
|
Math_5
|
Which of the kangaroo cards shown below can be turned around so that it then looks the same as the card shown on the right?
<image_1>
|
[
"A",
"B",
"C",
"D",
"E"
] |
E
|
2D Transformation
|
MathVision
|
Which of the kangaroo cards shown below can be turned around so that it then looks the same as the card shown on the right?
<
Options:
A
B
C
D
E
|
|
Math_6
|
Which piece is missing?
<image_1>
|
[
"A",
"B",
"C",
"D",
"E"
] |
A
|
2D Transformation
|
MathVision
|
Which piece is missing?
<
Options:
A
B
C
D
E
|
|
Math_7
|
Konrad has some pieces of cardboard which all look like this:
<image_1>
Which of the shapes below can he not make out of these pieces?
|
[
"A",
"B",
"C",
"D",
"E"
] |
D
|
2D Transformation
|
MathVision
|
Konrad has some pieces of cardboard which all look like this:
<image_1>
Which of the shapes below can he not make out of these pieces?
Options:
A
B
C
D
E
|
|
Math_8
|
Ellen wants to decorate the butterfly Which butterfly can she make?
<image_1>
using these 6 stickers
|
[
"A",
"B",
"C",
"D",
"E"
] |
A
|
2D Transformation
|
MathVision
|
Ellen wants to decorate the butterfly Which butterfly can she make?
<image_1>
using these 6 stickers
Options:
A
B
C
D
E
|
|
Math_9
|
How many blocks are missing in this igloo?
<image_1>
|
[] |
10
|
2D Transformation
|
MathVision
|
How many blocks are missing in this igloo?
<
|
|
Math_10
|
Simon has two identical tiles, whose front look like this: The back is white.
<image_1>
Which pattern can he make with those two tiles?
|
[
"A",
"B",
"C",
"D",
"E"
] |
A
|
2D Transformation
|
MathVision
|
Simon has two identical tiles, whose front look like this: The back is white.
<image_1>
Which pattern can he make with those two tiles?
Options:
A
B
C
D
E
|
|
Math_11
|
Peter has drawn this pattern:
<image_1>
He draws exactly the same pattern once more.
Which point is on his drawing?
|
[
"A",
"B",
"C",
"D",
"E"
] |
D
|
2D Transformation
|
MathVision
|
Peter has drawn this pattern:
<image_1>
He draws exactly the same pattern once more.
Which point is on his drawing?
Options:
A
B
C
D
E
|
|
Math_12
|
This diagram shows two see-through sheets. You place the sheets on top of each other.Which pattern do you get?
<image_1>
|
[
"A",
"B",
"C",
"D",
"E"
] |
D
|
2D Transformation
|
MathVision
|
This diagram shows two see-through sheets. You place the sheets on top of each other.Which pattern do you get?
<
Options:
A
B
C
D
E
|
|
Math_13
|
Lisa needs exactly 3 pieces to complete her jigsaw.
Which of the 4 pieces is left over?
<image_1>
|
[
"A",
"B",
"C",
"D",
"C or D"
] |
A
|
2D Transformation
|
MathVision
|
Lisa needs exactly 3 pieces to complete her jigsaw.
Which of the 4 pieces is left over?
<
Options:
A
B
C
D
C or D
|
|
Math_14
|
Susi makes this pattern using ice-lolly sticks. Each stick is $5 \mathrm{~cm}$ long and $1 \mathrm{~cm}$ wide. How long is Susi's pattern?
<image_1>
|
[
"$20 \\mathrm{~cm}$",
"$21 \\mathrm{~cm}$",
"$22 \\mathrm{~cm}$",
"$23 \\mathrm{~cm}$",
"$25 \\mathrm{~cm}$"
] |
B
|
2D Transformation
|
MathVision
|
Susi makes this pattern using ice-lolly sticks. Each stick is $5 \mathrm{~cm}$ long and $1 \mathrm{~cm}$ wide. How long is Susi's pattern?
<
Options:
$20 \mathrm{~cm}$
$21 \mathrm{~cm}$
$22 \mathrm{~cm}$
$23 \mathrm{~cm}$
$25 \mathrm{~cm}$
|
|
Math_15
|
Jörg is sorting his socks. Two socks with the same number are one pair.
<image_1>
How many pairs can he find?
|
[] |
5
|
2D Transformation
|
MathVision
|
Jörg is sorting his socks. Two socks with the same number are one pair.
<image_1>
How many pairs can he find?
|
|
Math_16
|
The floor of a room is covered with equally big rectangular tiles (see picture). How long is the room? <image_1>
|
[
"$6 \\mathrm{~m}$",
"$8 \\mathrm{~m}$",
"$10 \\mathrm{~m}$",
"$11 \\mathrm{~m}$",
"$12 \\mathrm{~m}$"
] |
E
|
2D Transformation
|
MathVision
|
The floor of a room is covered with equally big rectangular tiles (see picture). How long is the room? <
Options:
$6 \mathrm{~m}$
$8 \mathrm{~m}$
$10 \mathrm{~m}$
$11 \mathrm{~m}$
$12 \mathrm{~m}$
|
|
Math_17
|
Which of the figures can be cut into these 3 pieces?
<image_1>
|
[
"A",
"B",
"C",
"D",
"E"
] |
C
|
2D Transformation
|
MathVision
|
Which of the figures can be cut into these 3 pieces?
<
Options:
A
B
C
D
E
|
|
Math_18
|
Ana has the cards shown on the left. She chooses several of them to assemble the tower shown on the right. Which cards did she not use?
<image_1>
|
[
"A",
"B",
"C",
"D",
"E"
] |
C
|
2D Transformation
|
MathVision
|
Ana has the cards shown on the left. She chooses several of them to assemble the tower shown on the right. Which cards did she not use?
<
Options:
A
B
C
D
E
|
|
Math_19
|
Which of the tiles below is NOT part of the wall next door?
<image_1>
|
[
"A",
"B",
"C",
"D",
"E"
] |
E
|
2D Transformation
|
MathVision
|
Which of the tiles below is NOT part of the wall next door?
<
Options:
A
B
C
D
E
|
|
Math_20
|
Turning a card around on the top side, we see the photo of the kangaroo. Instead, if we turn the card around on the right side, what will appear?
<image_1>
|
[
"A",
"B",
"C",
"D",
"E"
] |
D
|
2D Transformation
|
MathVision
|
Turning a card around on the top side, we see the photo of the kangaroo. Instead, if we turn the card around on the right side, what will appear?
<
Options:
A
B
C
D
E
|
|
Math_21
|
A kangaroo laid out 3 sticks like this to make a shape. It is not allowed to break or to bend the sticks. Which shape could the kangaroo make?
<image_1>
|
[
"A",
"B",
"C",
"D",
"E"
] |
E
|
2D Transformation
|
MathVision
|
A kangaroo laid out 3 sticks like this to make a shape. It is not allowed to break or to bend the sticks. Which shape could the kangaroo make?
<
Options:
A
B
C
D
E
|
|
Math_22
|
Which figure can be made from the 2 pieces shown on the right?
<image_1>
|
[
"A",
"B",
"C",
"D",
"E"
] |
A
|
2D Transformation
|
MathVision
|
Which figure can be made from the 2 pieces shown on the right?
<
Options:
A
B
C
D
E
|
|
Math_23
|
Mara built the square by using 4 of the following 5 shapes. Which shape was not used?
<image_1>
|
[
"A",
"B",
"C",
"D",
"E"
] |
D
|
2D Transformation
|
MathVision
|
Mara built the square by using 4 of the following 5 shapes. Which shape was not used?
<
Options:
A
B
C
D
E
|
|
Math_24
|
Anna cuts the picture of a mushroom in two halves.
<image_1>
She then arranges the two pieces together to form a new picture. What could this new picture look like?
|
[
"A",
"B",
"C",
"D",
"E"
] |
E
|
2D Transformation
|
MathVision
|
Anna cuts the picture of a mushroom in two halves.
<image_1>
She then arranges the two pieces together to form a new picture. What could this new picture look like?
Options:
A
B
C
D
E
|
|
Math_25
|
A monkey has torn off a piece of Captain Jack's map.
<image_1>
What does the piece the monkey has torn off look like?
|
[
"A",
"B",
"C",
"D",
"E"
] |
B
|
2D Transformation
|
MathVision
|
A monkey has torn off a piece of Captain Jack's map.
<image_1>
What does the piece the monkey has torn off look like?
Options:
A
B
C
D
E
|
|
Math_26
|
These five animals are made up from different shapes. There is one shape which is only used on one animal. On which animal is this shape used?
<image_1>
|
[
"A",
"B",
"C",
"D",
"E"
] |
D
|
2D Transformation
|
MathVision
|
These five animals are made up from different shapes. There is one shape which is only used on one animal. On which animal is this shape used?
<
Options:
A
B
C
D
E
|
|
Math_27
|
Mr Beaver re-arranges the parts to build a kangaroo.
<image_1>
Which part is missing?
|
[
"A",
"B",
"C",
"D",
"E"
] |
A
|
2D Transformation
|
MathVision
|
Mr Beaver re-arranges the parts to build a kangaroo.
<image_1>
Which part is missing?
Options:
A
B
C
D
E
|
|
Math_28
|
Max wants to complete the jigsaw shown. He has different pieces.
<image_1>
Which pieces does he have to use?
|
[
"A",
"B",
"C",
"D",
"E"
] |
A
|
2D Transformation
|
MathVision
|
Max wants to complete the jigsaw shown. He has different pieces.
<image_1>
Which pieces does he have to use?
Options:
A
B
C
D
E
|
|
Math_29
|
A square piece of paper has been cut in three pieces. Two of them are in the picture on the right. What is the third one?
<image_1>
|
[
"A",
"B",
"C",
"D",
"E"
] |
A
|
2D Transformation
|
MathVision
|
A square piece of paper has been cut in three pieces. Two of them are in the picture on the right. What is the third one?
<
Options:
A
B
C
D
E
|
|
Math_30
|
A strip of paper is folded three times as shown. Determine $\beta$ if $\alpha=70^{\circ}$.
<image_1>
|
[
"$140^{\\circ}$",
"$130^{\\circ}$",
"$120^{\\circ}$",
"$110^{\\circ}$",
"$100^{\\circ}$"
] |
C
|
2D Transformation
|
MathVision
|
A strip of paper is folded three times as shown. Determine $\beta$ if $\alpha=70^{\circ}$.
<
Options:
$140^{\circ}$
$130^{\circ}$
$120^{\circ}$
$110^{\circ}$
$100^{\circ}$
|
|
Math_31
|
An equilateral triangle is being rolled around a unit square as shown. How long is the path that the point shown covers, if the point and the triangle are both back at the start for the first time?
<image_1>
|
[
"$4 \\pi$",
"$\\frac{28}{3} \\pi$",
"$8 \\pi$",
"$\\frac{14}{3} \\pi$",
"$\\frac{21}{2} \\pi$"
] |
B
|
2D Transformation
|
MathVision
|
An equilateral triangle is being rolled around a unit square as shown. How long is the path that the point shown covers, if the point and the triangle are both back at the start for the first time?
<
Options:
$4 \pi$
$\frac{28}{3} \pi$
$8 \pi$
$\frac{14}{3} \pi$
$\frac{21}{2} \pi$
|
|
Math_32
|
A square bit of paper is folded along the dashed lines in some order and direction. One of the corners of the resulting small square is cut off. The piece of paper is then unfolded. How many holes are on the inner area of the piece of paper?
<image_1>
|
[] |
1
|
2D Transformation
|
MathVision
|
A square bit of paper is folded along the dashed lines in some order and direction. One of the corners of the resulting small square is cut off. The piece of paper is then unfolded. How many holes are on the inner area of the piece of paper?
<
|
|
Math_33
|
A regular pentagon is cut out of a page of lined paper. Step by step this pentagon is then rotated $21^{\circ}$ counter clockwise about its midpoint. The result after step one is shown in the diagram. Which of the diagrams shows the situation when the pentagon fills the hole entirely again for the first time?
<image_1>
|
[
"A",
"B",
"C",
"D",
"E"
] |
B
|
2D Transformation
|
MathVision
|
A regular pentagon is cut out of a page of lined paper. Step by step this pentagon is then rotated $21^{\circ}$ counter clockwise about its midpoint. The result after step one is shown in the diagram. Which of the diagrams shows the situation when the pentagon fills the hole entirely again for the first time?
<
Options:
A
B
C
D
E
|
|
Math_34
|
Two rectangles form the angles $40^{\circ}$ and $30^{\circ}$ respectively, with a straight line (see diagram). How big is angle $\alpha$?
<image_1>
|
[
"$105^{\\circ}$",
"$120^{\\circ}$",
"$130^{\\circ}$",
"$135^{\\circ}$",
"another value"
] |
E
|
2D Transformation
|
MathVision
|
Two rectangles form the angles $40^{\circ}$ and $30^{\circ}$ respectively, with a straight line (see diagram). How big is angle $\alpha$?
<
Options:
$105^{\circ}$
$120^{\circ}$
$130^{\circ}$
$135^{\circ}$
another value
|
|
Math_35
|
A rectangle is coloured in five different ways as shown. In which picture is the grey area biggest?
<image_1>
|
[
"A",
"B",
"C",
"D",
"E"
] |
E
|
2D Transformation
|
MathVision
|
A rectangle is coloured in five different ways as shown. In which picture is the grey area biggest?
<
Options:
A
B
C
D
E
|
|
Math_36
|
Vilma took a sheet of paper measuring $10 \mathrm{~cm} \times 20 \mathrm{~cm}$ and made two folds, taking the two smaller sides of the sheet to a diagonal of it. She gets a parallelogram, as shown in the picture. What is the area of this quadrilateral, in $\mathrm{cm}^{2}$?
<image_1>
|
[
"$\\frac{100 \\sqrt{5}}{3}$",
"$50 \\sqrt{5}$",
"$100(\\sqrt{5}-1)$",
"$50(5-\\sqrt{5})$",
"$50(5+\\sqrt{5})$"
] |
D
|
2D Transformation
|
MathVision
|
Vilma took a sheet of paper measuring $10 \mathrm{~cm} \times 20 \mathrm{~cm}$ and made two folds, taking the two smaller sides of the sheet to a diagonal of it. She gets a parallelogram, as shown in the picture. What is the area of this quadrilateral, in $\mathrm{cm}^{2}$?
<
Options:
$\frac{100 \sqrt{5}}{3}$
$50 \sqrt{5}$
$100(\sqrt{5}-1)$
$50(5-\sqrt{5})$
$50(5+\sqrt{5})$
|
|
Math_37
|
On a circle 15 points are equally spaced. We can form triangles by joining any 3 of these. Congruent triangles, by rotation or reflection, are counted as only one triangle. How many different triangles can be drawn?
<image_1>
|
[] |
19
|
2D Transformation
|
MathVision
|
On a circle 15 points are equally spaced. We can form triangles by joining any 3 of these. Congruent triangles, by rotation or reflection, are counted as only one triangle. How many different triangles can be drawn?
<
|
|
Math_38
|
A square is placed in a co-ordinate system as shown. Each point $(x \mid y)$ of the square is deleted and replaced by the point $\left(\frac{1}{x} \mid \frac{1}{y}\right)$. Which diagram shows the resulting shape?
<image_1>
|
[
"A",
"B",
"C",
"D",
"E"
] |
C
|
2D Transformation
|
MathVision
|
A square is placed in a co-ordinate system as shown. Each point $(x \mid y)$ of the square is deleted and replaced by the point $\left(\frac{1}{x} \mid \frac{1}{y}\right)$. Which diagram shows the resulting shape?
<
Options:
A
B
C
D
E
|
|
Math_39
|
Which of the rectangles $\mathbf{A}$ to $\mathbf{E}$ can be covered by the pattern on the right-hand side in such a way that the result is a totally black rectangle?
<image_1>
|
[
"A",
"B",
"C",
"D",
"E"
] |
D
|
2D Transformation
|
MathVision
|
Which of the rectangles $\mathbf{A}$ to $\mathbf{E}$ can be covered by the pattern on the right-hand side in such a way that the result is a totally black rectangle?
<
Options:
A
B
C
D
E
|
|
Math_40
|
At noon the minute hand of a clock is in the position shown on the left and after the quarter of an hour -- in the position shown on the right. Which position the minute hand will take after seventeen quarters from the noon?
<image_1>
|
[
"A",
"B",
"C",
"D",
"E"
] |
A
|
2D Transformation
|
MathVision
|
At noon the minute hand of a clock is in the position shown on the left and after the quarter of an hour -- in the position shown on the right. Which position the minute hand will take after seventeen quarters from the noon?
<
Options:
A
B
C
D
E
|
|
Math_41
|
A square piece of paper has been cut in three pieces. Two of them are in the picture on the right. What is the third one?
<image_1>
|
[
"A",
"B",
"C",
"D",
"E"
] |
B
|
2D Transformation
|
MathVision
|
A square piece of paper has been cut in three pieces. Two of them are in the picture on the right. What is the third one?
<
Options:
A
B
C
D
E
|
|
Math_42
|
Betty keeps drawing three different figures in the same order. Which figure should be the next?
<image_1>
|
[
"A",
"B",
"C",
"D",
"E"
] |
D
|
2D Transformation
|
MathVision
|
Betty keeps drawing three different figures in the same order. Which figure should be the next?
<
Options:
A
B
C
D
E
|
|
Math_43
|
Between two points four routes are drawn. Which route is the shortest?
<image_1>
|
[
"A",
"B",
"C",
"D",
"E"
] |
E
|
2D Transformation
|
MathVision
|
Between two points four routes are drawn. Which route is the shortest?
<
Options:
A
B
C
D
E
|
|
Math_44
|
You can move or rotate each shape as you like, but you are not allowed to flip them over. What shape is not used in the puzzle?
<image_1>
|
[] |
C
|
2D Transformation
|
MathVision
|
You can move or rotate each shape as you like, but you are not allowed to flip them over. What shape is not used in the puzzle?
<
|
|
Math_45
|
What is the piece that fits completely to the given one to form a rectangle?
<image_1>
|
[
"A",
"B",
"C",
"D",
"E"
] |
B
|
2D Transformation
|
MathVision
|
What is the piece that fits completely to the given one to form a rectangle?
<
Options:
A
B
C
D
E
|
|
Math_46
|
Maria folds a square piece of paper in such a way that the kangaroos exactly overlap each other. Along how many of the lines shown is this possible?
<image_1>
|
[] |
2
|
2D Transformation
|
MathVision
|
Maria folds a square piece of paper in such a way that the kangaroos exactly overlap each other. Along how many of the lines shown is this possible?
<
|
|
Math_47
|
A page is folded along the thick line as shown. Which letter will not be covered by a grey square?
<image_1>
|
[
"A",
"B",
"C",
"D",
"E"
] |
E
|
2D Transformation
|
MathVision
|
A page is folded along the thick line as shown. Which letter will not be covered by a grey square?
<
Options:
A
B
C
D
E
|
|
Math_48
|
Andrea made the pattern in the picture out of several identical tiles. None of the tiles overlap each other. Which of the following tiles could she definitely not have used?
<image_1>
|
[
"A",
"B",
"C",
"D",
"E"
] |
D
|
2D Transformation
|
MathVision
|
Andrea made the pattern in the picture out of several identical tiles. None of the tiles overlap each other. Which of the following tiles could she definitely not have used?
<
Options:
A
B
C
D
E
|
|
Math_49
|
In which of the five pictures is the white area bigger than the grey area?
<image_1>
|
[
"A",
"B",
"C",
"D",
"E"
] |
D
|
2D Transformation
|
MathVision
|
In which of the five pictures is the white area bigger than the grey area?
<
Options:
A
B
C
D
E
|
|
Math_50
|
Anna has made two $L$ shapes out of 8 squares. How many of the following 4 shapes can she make with both $L$ shapes?
<image_1>
|
[] |
4
|
2D Transformation
|
MathVision
|
Anna has made two $L$ shapes out of 8 squares. How many of the following 4 shapes can she make with both $L$ shapes?
<
|
|
Math_51
|
Grandma's watch has an hour, minute and second hand. We don't know which hand does which job, but we know that the watch tells the correct time. At 12:55:30 hours the watch looked as pictured. How will the watch look at 8:11:00 hours?
<image_1>
|
[
"A",
"B",
"C",
"D",
"E"
] |
E
|
2D Transformation
|
MathVision
|
Grandma's watch has an hour, minute and second hand. We don't know which hand does which job, but we know that the watch tells the correct time. At 12:55:30 hours the watch looked as pictured. How will the watch look at 8:11:00 hours?
<
Options:
A
B
C
D
E
|
|
Math_52
|
For which houses, were exactly the same building blocks used?
<image_1>
|
[
"House 1 and 4",
"House 3 and 4",
"House 1, 4 and 5",
"House 3, 4 and 5",
"House 1, 2, 4 and 5"
] |
A
|
2D Transformation
|
MathVision
|
For which houses, were exactly the same building blocks used?
<
Options:
House 1 and 4
House 3 and 4
House 1, 4 and 5
House 3, 4 and 5
House 1, 2, 4 and 5
|
|
Math_53
|
Mr Hofer has drawn a picture of flowers on the inside of a display window (large picture). What do these flowers look like when you look at the picture from the outside?
<image_1>
|
[
"A",
"B",
"C",
"D",
"E"
] |
E
|
2D Transformation
|
MathVision
|
Mr Hofer has drawn a picture of flowers on the inside of a display window (large picture). What do these flowers look like when you look at the picture from the outside?
<
Options:
A
B
C
D
E
|
|
Math_54
|
With which square do you have to swap the question mark, so that the white area and the black area are the same size?
<image_1>
|
[
"A",
"B",
"C",
"D",
"E"
] |
B
|
2D Transformation
|
MathVision
|
With which square do you have to swap the question mark, so that the white area and the black area are the same size?
<
Options:
A
B
C
D
E
|
|
Math_55
|
Erwin has got the following paper pieces:
<image_1>
With these four pieces he must exactly cover a special shape. In which drawing will he manage this, if the piece <image2> is placed as shown?
|
[
"(A)",
"(B)",
"(C)",
"(D)",
"(E)"
] |
C
|
2D Transformation
|
MathVision
|
Erwin has got the following paper pieces:
<image_1>
With these four pieces he must exactly cover a special shape. In which drawing will he manage this, if the piece <image2> is placed as shown?
Options:
(A)
(B)
(C)
(D)
(E)
|
|
Math_56
|
The word Kangaroo is written on the top of my umbrella. Which of the 5 pictures shows my umbrella
<image_1>
|
[
"A",
"B",
"C",
"D",
"E"
] |
A
|
2D Transformation
|
MathVision
|
The word Kangaroo is written on the top of my umbrella. Which of the 5 pictures shows my umbrella
<
Options:
A
B
C
D
E
|
|
Math_57
|
The shape in the picture is to be split into three identical pieces. What does one of these pieces look like?
<image_1>
|
[
"A",
"B",
"C",
"D",
"E"
] |
A
|
2D Transformation
|
MathVision
|
The shape in the picture is to be split into three identical pieces. What does one of these pieces look like?
<
Options:
A
B
C
D
E
|
|
Math_58
|
Which of the following sentences fits to the picture?
<image_1>
|
[
"There are equally many circles as squares.",
"There are fewer circles than triangles.",
"There are twice as many circles as triangles.",
"There are more squares than triangles.",
"There are two more triangles than circles."
] |
C
|
2D Transformation
|
MathVision
|
Which of the following sentences fits to the picture?
<
Options:
There are equally many circles as squares.
There are fewer circles than triangles.
There are twice as many circles as triangles.
There are more squares than triangles.
There are two more triangles than circles.
|
|
Math_59
|
Five children each have a black square, a grey triangle and a white circle made up of paper. The children place the three shapes on top of each other as seen in the pictures. In how many pictures was the triangles placed after the square?
<image_1>
|
[] |
3
|
2D Transformation
|
MathVision
|
Five children each have a black square, a grey triangle and a white circle made up of paper. The children place the three shapes on top of each other as seen in the pictures. In how many pictures was the triangles placed after the square?
<
|
|
Math_60
|
A card has a diagram printed on one side and the other side is plain white. The card is first flipped over to the left and then upwards (see diagram). Which picture do you get this way?
<image_1>
|
[
"A",
"B",
"C",
"D",
"E"
] |
A
|
2D Transformation
|
MathVision
|
A card has a diagram printed on one side and the other side is plain white. The card is first flipped over to the left and then upwards (see diagram). Which picture do you get this way?
<
Options:
A
B
C
D
E
|
|
Math_61
|
The picture above rotated. The picture below shows the new position after the rotation. Which footprints are missing after the rotation?
<image_1>
|
[
"(A)",
"(B)",
"(C)",
"(D)",
"(E)"
] |
C
|
2D Transformation
|
MathVision
|
The picture above rotated. The picture below shows the new position after the rotation. Which footprints are missing after the rotation?
<
Options:
(A)
(B)
(C)
(D)
(E)
|
|
Math_62
|
The following picture shows a necklace with six pearls:
<image_1>
Which of the following diagrams shows the same necklace?
|
[
"(A)",
"(B)",
"(C)",
"(D)",
"(E)"
] |
A
|
2D Transformation
|
MathVision
|
The following picture shows a necklace with six pearls:
<image_1>
Which of the following diagrams shows the same necklace?
Options:
(A)
(B)
(C)
(D)
(E)
|
|
Math_63
|
Bob folds a piece of paper, then punches a hole into the paper and unfolds it again. The unfolded paper then looks like this:
<image_1>
Along which dotted line has Bob folded the paper beforehand?
|
[
"A",
"B",
"C",
"D",
"E"
] |
C
|
2D Transformation
|
MathVision
|
Bob folds a piece of paper, then punches a hole into the paper and unfolds it again. The unfolded paper then looks like this:
<image_1>
Along which dotted line has Bob folded the paper beforehand?
Options:
A
B
C
D
E
|
|
Math_64
|
On the right you can see a picture of ladybird Sophie. Sophie turns. Which of the pictures below is not Sophie?
<image_1>
|
[
"A",
"B",
"C",
"D",
"E"
] |
D
|
2D Transformation
|
MathVision
|
On the right you can see a picture of ladybird Sophie. Sophie turns. Which of the pictures below is not Sophie?
<
Options:
A
B
C
D
E
|
|
Math_65
|
Karina cuts out a piece of this form <image_1> from the diagram on the right. Which one of the following pieces can she cut out?
|
[
"(A)",
"(B)",
"(C)",
"(D)",
"(E)"
] |
B
|
2D Transformation
|
MathVision
|
Karina cuts out a piece of this form <image_1> from the diagram on the right. Which one of the following pieces can she cut out?
Options:
(A)
(B)
(C)
(D)
(E)
|
|
Math_66
|
Which of the following pictures can you NOT do with all the pieces beside?
<image_1>
|
[
"A",
"B",
"C",
"D",
"E"
] |
C
|
2D Transformation
|
MathVision
|
Which of the following pictures can you NOT do with all the pieces beside?
<
Options:
A
B
C
D
E
|
|
Math_67
|
Gaspar has these seven different pieces, formed by equal little squares.
<image_1>
He uses all these pieces to assemble rectangles with different perimeters, that is, with different shapes. How many different perimeters can he find?
|
[] |
3
|
2D Transformation
|
MathVision
|
Gaspar has these seven different pieces, formed by equal little squares.
<image_1>
He uses all these pieces to assemble rectangles with different perimeters, that is, with different shapes. How many different perimeters can he find?
|
|
Math_68
|
Luana builds a fence using pieces of wood 2 meters long by half a meter wide, just like this one: <image_1>. The picture beside shows this fence, after it is ready. How long is the fence, in meters?
|
[] |
6.5
|
2D Transformation
|
MathVision
|
Luana builds a fence using pieces of wood 2 meters long by half a meter wide, just like this one: <image_1>. The picture beside shows this fence, after it is ready. How long is the fence, in meters?
|
|
Math_69
|
Amelia built a crown using 10 copies of this piece <image_1>. The parts were joined together so that the sides in contact had the same number, as shown in the picture, where four parts are visible. What is the number that appears in the colored triangle?
|
[] |
1
|
2D Transformation
|
MathVision
|
Amelia built a crown using 10 copies of this piece <image_1>. The parts were joined together so that the sides in contact had the same number, as shown in the picture, where four parts are visible. What is the number that appears in the colored triangle?
|
|
Math_70
|
The $4 \times 4$ grid without a little square, shown beside, was divided into three equal pieces. Which of the following figures represents one of these pieces?
<image_1>
|
[
"A",
"B",
"C",
"D",
"E"
] |
A
|
2D Transformation
|
MathVision
|
The $4 \times 4$ grid without a little square, shown beside, was divided into three equal pieces. Which of the following figures represents one of these pieces?
<
Options:
A
B
C
D
E
|
|
Math_71
|
Nora plays with 3 cups on the kitchen table. She takes the left-hand cup, flips it over, and puts it to the right of the other cups. The picture shows the first
move. What do the cups look like after 10 moves?
<image_1>
|
[
"(A)",
"(B)",
"(C)",
"(D)",
"(E)"
] |
B
|
2D Transformation
|
MathVision
|
Nora plays with 3 cups on the kitchen table. She takes the left-hand cup, flips it over, and puts it to the right of the other cups. The picture shows the first
move. What do the cups look like after 10 moves?
<
Options:
(A)
(B)
(C)
(D)
(E)
|
|
Math_72
|
In the diagram below two neighbouring squares are never allowed to have the same number. Which puzzle piece has to be placed in the gap so that this rule is followed?
<image_1>
|
[
"(A)",
"(B)",
"(C)",
"(D)",
"(E)"
] |
D
|
2D Transformation
|
MathVision
|
In the diagram below two neighbouring squares are never allowed to have the same number. Which puzzle piece has to be placed in the gap so that this rule is followed?
<
Options:
(A)
(B)
(C)
(D)
(E)
|
|
Math_73
|
The little caterpillar <image_1> rolls up to go to sleep. What could it look like then?
|
[
"A",
"B",
"C",
"D",
"E"
] |
A
|
2D Transformation
|
MathVision
|
The little caterpillar <image_1> rolls up to go to sleep. What could it look like then?
Options:
A
B
C
D
E
|
|
Math_74
|
A black disc with two holes is placed on top of a dial of a watch.
The black disc is turned.
Which two numbers can be seen at the same time?
<image_1>
|
[
"4 and 9",
"5 and 10",
"5 and 9",
"6 and 9",
"7 and 12"
] |
C
|
2D Transformation
|
MathVision
|
A black disc with two holes is placed on top of a dial of a watch.
The black disc is turned.
Which two numbers can be seen at the same time?
<
Options:
4 and 9
5 and 10
5 and 9
6 and 9
7 and 12
|
|
Math_75
|
Alice has these four jigsaw pieces:
<image_1>
Which two can she put together to form this square?
|
[
"1 and 2",
"1 and 3",
"2 and 3",
"2 and 4",
"1 and 4"
] |
E
|
2D Transformation
|
MathVision
|
Alice has these four jigsaw pieces:
<image_1>
Which two can she put together to form this square?
Options:
1 and 2
1 and 3
2 and 3
2 and 4
1 and 4
|
|
Math_76
|
Christoph folds a see-through piece of foil along the dashed line. What can he then see?
<image_1>
|
[
"A",
"B",
"C",
"D",
"E"
] |
A
|
2D Transformation
|
MathVision
|
Christoph folds a see-through piece of foil along the dashed line. What can he then see?
<
Options:
A
B
C
D
E
|
|
Math_77
|
Daniel sticks these two pieces of paper <image_1> on this black circle: <image2> The two pieces of paper are not allowed to overlap. Which picture does he get?
|
[
"A",
"B",
"C",
"D",
"E"
] |
E
|
2D Transformation
|
MathVision
|
Daniel sticks these two pieces of paper <image_1> on this black circle: <image2> The two pieces of paper are not allowed to overlap. Which picture does he get?
Options:
A
B
C
D
E
|
|
Math_78
|
Rebecca folds a square piece of paper twice. Then she cuts off one corner as you can see in the diagram.
<image_1>
Then she unfolds the paper. What could the paper look like now?
|
[
"A",
"B",
"C",
"D",
"E"
] |
B
|
2D Transformation
|
MathVision
|
Rebecca folds a square piece of paper twice. Then she cuts off one corner as you can see in the diagram.
<image_1>
Then she unfolds the paper. What could the paper look like now?
Options:
A
B
C
D
E
|
|
Math_79
|
Else has two machines R and S. If she puts a square piece of paper into machine $R$ it is rotated: <image_1>
If she puts the piece of paper in machine $S$ it is printed on: <image2>
She wants to produce the following picture: <image3>
In which order does Else use the two machines so that she gets this picture?
|
[
"SRR",
"RSR",
"RSS",
"RRS",
"SRS"
] |
B
|
2D Transformation
|
MathVision
|
Else has two machines R and S. If she puts a square piece of paper into machine $R$ it is rotated: <image_1>
If she puts the piece of paper in machine $S$ it is printed on: <image2>
She wants to produce the following picture: <image3>
In which order does Else use the two machines so that she gets this picture?
Options:
SRR
RSR
RSS
RRS
SRS
|
|
Math_80
|
The square was cut out from a page in a squared exercise book. Then two figures in the picture were cut out from the square. Which ones?
<image_1>
|
[
"1 and 3",
"2 and 4",
"2 and 3",
"1 and 4",
"Impossible to cut out"
] |
C
|
2D Transformation
|
MathVision
|
The square was cut out from a page in a squared exercise book. Then two figures in the picture were cut out from the square. Which ones?
<
Options:
1 and 3
2 and 4
2 and 3
1 and 4
Impossible to cut out
|
|
Math_81
|
You have two identical pieces that you can turn around but not upside down. Which picture can you not make with these two pieces?
<image_1>
|
[
"A",
"B",
"C",
"D",
"E"
] |
D
|
2D Transformation
|
MathVision
|
You have two identical pieces that you can turn around but not upside down. Which picture can you not make with these two pieces?
<
Options:
A
B
C
D
E
|
|
Math_82
|
Snail quadruplets have gone hiking on a path paved with identical rectangular tiles. The shape and length of each snail's trip is shown below.
<image_1>
How many decimeters has the snail Tin hiked?
|
[] |
35
|
2D Transformation
|
MathVision
|
Snail quadruplets have gone hiking on a path paved with identical rectangular tiles. The shape and length of each snail's trip is shown below.
<image_1>
How many decimeters has the snail Tin hiked?
|
|
Math_83
|
Each of these two pieces of wire is made of 8 segments of length 1. One of the pieces is placed one above the other so that they coincide partially. What is the largest possible length of their common part?
<image_1>
|
[] |
5
|
2D Transformation
|
MathVision
|
Each of these two pieces of wire is made of 8 segments of length 1. One of the pieces is placed one above the other so that they coincide partially. What is the largest possible length of their common part?
<
|
|
Math_84
|
The carpenter's machine can perform two operations: $\mathrm{P}$ and $\mathrm{T}$. The operation $\mathrm{P}$ is "printing" and $\mathrm{T}$ is "turning" (see the figure). What is the right sequence of operations to obtain <image_1> starting from <image2>?
|
[
"TTP",
"PTT",
"TPT",
"TPP",
"TPTTT"
] |
B
|
2D Transformation
|
MathVision
|
The carpenter's machine can perform two operations: $\mathrm{P}$ and $\mathrm{T}$. The operation $\mathrm{P}$ is "printing" and $\mathrm{T}$ is "turning" (see the figure). What is the right sequence of operations to obtain <image_1> starting from <image2>?
Options:
TTP
PTT
TPT
TPP
TPTTT
|
|
Math_85
|
The squares are formed by intersecting the segment $A B$ of $24 \mathrm{~cm}$ by the broken line $A A_{1} A_{2} \ldots A_{12} B$ (see the figure). Find the length of $A A_{1} A_{2} \ldots A_{12} B$.
<image_1>
|
[
"$48 \\mathrm{~cm}$",
"$72 \\mathrm{~cm}$",
"$96 \\mathrm{~cm}$",
"$56 \\mathrm{~cm}$",
"$106 \\mathrm{~cm}$"
] |
B
|
2D Transformation
|
MathVision
|
The squares are formed by intersecting the segment $A B$ of $24 \mathrm{~cm}$ by the broken line $A A_{1} A_{2} \ldots A_{12} B$ (see the figure). Find the length of $A A_{1} A_{2} \ldots A_{12} B$.
<
Options:
$48 \mathrm{~cm}$
$72 \mathrm{~cm}$
$96 \mathrm{~cm}$
$56 \mathrm{~cm}$
$106 \mathrm{~cm}$
|
|
Math_86
|
The number 4 is reflected twice in the picture. What apears in the field with the question mark if we do the same with the number 5 ?
<image_1>
|
[
"A)",
"B)",
"C)",
"D)",
"E)"
] |
C
|
2D Transformation
|
MathVision
|
The number 4 is reflected twice in the picture. What apears in the field with the question mark if we do the same with the number 5 ?
<
Options:
A)
B)
C)
D)
E)
|
|
Math_87
|
In the box are seven blocks. It is possible to slide the blocks around so that another block can be added to the box. What is the minimum number of blocks that must be moved?
<image_1>
|
[] |
2
|
2D Transformation
|
MathVision
|
In the box are seven blocks. It is possible to slide the blocks around so that another block can be added to the box. What is the minimum number of blocks that must be moved?
<
|
|
Math_88
|
The figure should be rotated $180^{\circ}$ around point $\mathrm{F}$. What is the result?
<image_1>
|
[
"A",
"B",
"C",
"D",
"E"
] |
C
|
2D Transformation
|
MathVision
|
The figure should be rotated $180^{\circ}$ around point $\mathrm{F}$. What is the result?
<
Options:
A
B
C
D
E
|
|
Math_89
|
Daniel wants to make a complete square using pieces only like those shown. What is the minimum number of pieces he must use?
<image_1>
|
[] |
20
|
2D Transformation
|
MathVision
|
Daniel wants to make a complete square using pieces only like those shown. What is the minimum number of pieces he must use?
<
|
|
Math_90
|
Lina has already laid two shapes on a square playing board. Which of the 5 shapes can she add to the board so that none of the remaining four shapes will have space to fit.
<image_1>
|
[
"A",
"B",
"C",
"D",
"E"
] |
D
|
2D Transformation
|
MathVision
|
Lina has already laid two shapes on a square playing board. Which of the 5 shapes can she add to the board so that none of the remaining four shapes will have space to fit.
<
Options:
A
B
C
D
E
|
|
Math_91
|
Which three puzzle pieces do you need to complete the large puzzle?
<image_1>
|
[
"1, 3, 4",
"1, 3, 6",
"2, 3, 5",
"2, 3, 6",
"2, 5, 6"
] |
D
|
2D Transformation
|
MathVision
|
Which three puzzle pieces do you need to complete the large puzzle?
<
Options:
1, 3, 4
1, 3, 6
2, 3, 5
2, 3, 6
2, 5, 6
|
|
Math_92
|
Both the figures on the right were made out of the same 5 pieces. The rectangle has dimensions $5 \mathrm{~cm} \times 10 \mathrm{~cm}$. The other pieces are quarter circles with 2 different sized radii. What is the difference between the perimeters of the two figures?
<image_1>
|
[
"$2.5 \\mathrm{~cm}$",
"$5 \\mathrm{~cm}$",
"$10 \\mathrm{~cm}$",
"$15 \\mathrm{~cm}$",
"$20 \\mathrm{~cm}$"
] |
E
|
2D Transformation
|
MathVision
|
Both the figures on the right were made out of the same 5 pieces. The rectangle has dimensions $5 \mathrm{~cm} \times 10 \mathrm{~cm}$. The other pieces are quarter circles with 2 different sized radii. What is the difference between the perimeters of the two figures?
<
Options:
$2.5 \mathrm{~cm}$
$5 \mathrm{~cm}$
$10 \mathrm{~cm}$
$15 \mathrm{~cm}$
$20 \mathrm{~cm}$
|
|
Math_93
|
Which of the figures below will cover the most dots when laid on the square shown on the right.
<image_1>
|
[
"(A)",
"(B)",
"(C)",
"(D)",
"(E)"
] |
C
|
2D Transformation
|
MathVision
|
Which of the figures below will cover the most dots when laid on the square shown on the right.
<
Options:
(A)
(B)
(C)
(D)
(E)
|
|
Math_94
|
From an old model train set there are only identical pieces of track to use. Matthias puts 8 such pieces in a circle (picture on the left). Martin begins his track with 2 pieces as shown in the picture on the right. He also wants to build a closed track and use the smallest number of pieces possible. How many pieces will his track use?
<image_1>
|
[] |
12
|
2D Transformation
|
MathVision
|
From an old model train set there are only identical pieces of track to use. Matthias puts 8 such pieces in a circle (picture on the left). Martin begins his track with 2 pieces as shown in the picture on the right. He also wants to build a closed track and use the smallest number of pieces possible. How many pieces will his track use?
<
|
|
Math_95
|
Arno lays out the word KANGAROO using 8 cards. However, some cards are turned.
<image_1>
By turning it twice the letter $\mathrm{K}$ can be corrected, letter $\mathrm{A}$ can be corrected by turning it once (see drawing). How often does he have to turn so that the word KANGAROO can be read correctly?
|
[] |
6
|
2D Transformation
|
MathVision
|
Arno lays out the word KANGAROO using 8 cards. However, some cards are turned.
<image_1>
By turning it twice the letter $\mathrm{K}$ can be corrected, letter $\mathrm{A}$ can be corrected by turning it once (see drawing). How often does he have to turn so that the word KANGAROO can be read correctly?
|
|
Math_96
|
Which square has to replace the question mark so that the white area and the black area are equally big?
<image_1>
|
[
"(A)",
"(B)",
"(C)",
"(D)",
"(E)"
] |
B
|
2D Transformation
|
MathVision
|
Which square has to replace the question mark so that the white area and the black area are equally big?
<
Options:
(A)
(B)
(C)
(D)
(E)
|
|
Math_97
|
A square can be made out of four of the given pieces. Which piece will not be used?
<image_1>
|
[
"A",
"B",
"C",
"D",
"E"
] |
B
|
2D Transformation
|
MathVision
|
A square can be made out of four of the given pieces. Which piece will not be used?
<
Options:
A
B
C
D
E
|
|
Math_98
|
Peter looks at the picture hanging on the wall in more detail through a magnifying glass. Which section can he not see?
<image_1>
|
[
"A",
"B",
"C",
"D",
"E"
] |
E
|
2D Transformation
|
MathVision
|
Peter looks at the picture hanging on the wall in more detail through a magnifying glass. Which section can he not see?
<
Options:
A
B
C
D
E
|
|
Math_99
|
Bart sits at the hairdressers. In the mirror he sees a clock as shown in the diagram: What was the mirror image of the clock 10 minutes earlier?
<image_1>
|
[
"(A)",
"(B)",
"(C)",
"(D)",
"(E)"
] |
E
|
2D Transformation
|
MathVision
|
Bart sits at the hairdressers. In the mirror he sees a clock as shown in the diagram: What was the mirror image of the clock 10 minutes earlier?
<
Options:
(A)
(B)
(C)
(D)
(E)
|
|
Math_100
|
Clara forms one big triangle made up of identical little triangles. She has already put some triangles together (see diagram). What is the minimum number of little triangles she has to add?
<image_1>
|
[] |
9
|
2D Transformation
|
MathVision
|
Clara forms one big triangle made up of identical little triangles. She has already put some triangles together (see diagram). What is the minimum number of little triangles she has to add?
<
|
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