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WorksheetsChapter 2 (Transformations)
Total questions: 89
Worksheet time: 2hrs 54mins
(x,y)-->(y,-x)
(x, y) ----> (x + 2, y - 3)
Describe the transformation
Reflection over the y-axis
Reflection over the x-axis
Rotation 90 degrees clockwise
Rotation 180 degrees
Describe the transformation in the image.
Translation
Reflection
Rotation
Describe the transformation in the image
Translation
Reflection
Rotation
Congruent means...
The same angles.
The same size and same shape.
Equal to.
The same transformation.
What type of transformation is this?
Translation
Dilation
Reflection
Rotation
What type of transformation changes the size?
Rotation
Reflection
Translation
Dilation
Which words describe a dilation?
slide
turn
spin
reduction
A flip is also called ___________.
Translation
Reflection
Rotation
Transformation
What sequence of transformations could map ∆ABC onto its image ∆A''B''C''?
a reflection followed by a translation
a translation followed by a rotation
Identify the sequences of transformations from the green image to the red image to the blue image.
translation then rotation
translation then reflection
rotation then reflection
Identify the sequences of transformations from the red image to the blue image to the green image.
translation then translation
rotation then rotation
reflection then translation
Reflect over the y-axis then reflect over the x-axis
Reflect over the x-axis then reflect over the y-axis
Rotate 90˚ counter-clockwise about the origin then reflect over the x
A(3,3) B(6,6) C(9,3)
Translated figures are always __________________.
Congruent
Bigger
Smaller
Rotated
A reflection ____________________.
turns a figure around a point.
slides an object form one place to another.
flips or mirrors an object across a line.
changes the size of an object.
What type of transformation is this?
rotation
translation
reflection
dilation
This type of transformation changes the size:
rotation
translation
reflection
dilation
Which picture shows a TRANSLATION?
When you dilate the figure by a scale factor of 3, what is the location of B'?
(12,0)
(12,12)
(4,3)
(0,12)
Translated figures are always __________________.
Congruent
Bigger
Smaller
Rotated
State the coordinate of the image of the given point B (4,9) under a dilation with center at the origin with the given scale factor of 2.
B' (2 , 4.5)
B' (-8 ,-18)
B' (8 ,18)
B' (9 ,4)
A dilation produces a congruent figure
True
False
What type of transformation is this?
rotation
translation
reflection
dilation
What does congruent mean?
your nose is plugged up
your pre image and image are the same color
your image is the same type of shape as the pre image
your image is the same shape AND size as the pre image
What type of transformation is this?
Transformation
Reflection
Rotation
Dilation
Dilations create _________ figures.
Congruent
Similar
Yes
No
In a dilation, if the scale factor is greater than 1 the image gets ________
Bigger
Smaller
-3
2/3
4
3/4
A. The image is smaller than the pre-image.
B. The Triangle GHI is similar to Triangle G'H'I
C. The transformation shown is a dilation.
D. Segment GH is congruent to segment G'H'
A. A dilation will always enlarge a figure.
B. A dilation will always produce congruent figures.
C. A dilation will always produce similar figures.
D. A dilation will always change the orientation of a figure
A. 3
B. 6
C. 3/5
D. 3/2
Identify the transformation performed
Translation
Reflection
Rotation
Dilation
When you dilate the figure by a scale factor of 3, what is the location of B'?
(12,0)
(12,12)
(4,3)
(0,12)
Which is a true statement about dilations?
A dilation will always enlarge a figure.
A dilation will always produce congruent
figures.
A dilation will always produce similar figures.
A dilation will always change the orientation of
a figure.
Quadrilateral NDPM was dilated to quadrilateral N'D'P'M'. What was the scale factor for this dilation?
2
3
1/3
1/2
State the coordinates of point C after a dilation with a scale factor of 1/2 and center about the origin.
(-3, -2)
(3, -2)
(-12, -8)
(-2, -3)
State the coordinates of point A after a dilation, with the center of dilation at (0,0), and a scale factor of 2.
(2,2)
(8,8)
(0,12)
(4,12)
