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- Multiple ChoicePlease save your changes before editing any questions.
The 4 main forms of Transformations are:
translation, rotation, reflection, transformation
enlargement, rotation, reflection, translation
enlargement, transformation, translation, reflection
translation, enlargement, reflection, transformation
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This Picture is an example of:
rotation
reflection
translation
enlargement
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This picture is an example of:
rotation
reflection
translation
enlargement
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This picture is an example of:
rotation
reflection
translation
enlargement
- Multiple ChoicePlease save your changes before editing any questions.
This picture is an example of:
rotation
reflection
translation
enlargement
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How many lines of symmetry are in this shape?
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Looking at the top, darker triangle, how would you describe its' rotation to the position of the second lighter triangle?
180 degrees clockwise
90 degrees clockwise
270 degrees anti-clockwise
90 degrees anti-clockwise
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Describe the Translation of this shape, from A to A' :
2 up, 2 left
2 up, 2 right
2 down, 2 right
2 down, 2 left
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In this reflection picture, what is the mirror line or reflection line?
y-axis
x-axis
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To complete a Rotation question, 3 things are needed: the angle of rotation, the coordinates of the centre, and the ......?
Shape
Direction
Size
Squares
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The scale factor shows that this shape has been enlarged by?
X 4
X 3
X 2
X 5
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In this picture, describe how the shape has been translated from the right side over to the left side - by looking at the letter A
A has moved 6 right, 3 up
A has moved 5 left, 4 up
A has moved 6 left 3 up
A has moved 6 left 4 up
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The name given to the centre of a set of axes, at coordinate ( 0, 0) is the:
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Describe the rotation of the Pink diamond to the green diamond:
90 degrees clockwise
180 degrees clockwise
360 degrees clockwise
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In which 3 forms of transformations do you keep the shape the same size: (tick all!)
translation
rotation
enlargement
reflection
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Compared to A, which shape has been enlarged by a scale factor of 3?
B
C
F
E
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What is INCORRECT about this rotation picture:
It has been rotated by 90 degrees
It has been rotated around the central Origin point (0,0)
It is sitting on the axis
It has been rotated around the coordinate (0, 3)
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How many lines of symmetry are in this shape?
2
4
6
8
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In this reflection picture, where would the mirror line of reflection actually be?
x-axis
y-axis
y=2
x=2
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A Transformation in Mathematics involves:
moving 2D shapes around on a grid coordinate plane
robots from Cybertron taking over the Earth!