Terms and Definitions
Scale Factor
New Image
Proportional or Not?
Transformations Review
100

A transformation that changes the size but not the shape of a geometric figure

What is dilation?

100

Preimage: (10,5) and Image: (2,1)

What is 1/5?

100

Preimage: (8, 4) Scale factor: 10

What is (80,40)?

100

Preimage: (3, 15), Image: (9, 45)

Yes

100

Algebraic rule (x, y) -> (x-3, y) is for which type of transformation?

What is Translation?

200

Describes how much larger or smaller the image of a dilation is than the pre image

What is scale factor?

200

Preimage: (7, 8) Image: (56, 64)

What is 8?

200

Preimage: (4, 3) Scale factor: 5

What is (20,15)?

200

Preimage: (3, 15), Image: (15, 3)

Not

200

The algebraic rule (x, y) -> (-x, y) is what kind of transformation?

Reflection - over the y-axis

300

A dilation is a ________ that changes the ________ but not the shape of a geometric figure.

transformation, size

300

M(6, 3) and M'(2, 1)

What is 1/3?

300

Preimage: (27, 37) Scale factor: 2

What is (54, 74)?

300

Preimage: (7, 8) Image: (56, 63)

Not

300

If a polygon starts in quadrant I and is rotated 90 degrees counterclockwise, what quadrant will the image end up in?

Quadrant II

400

True or false: dilation is how large an image is after it is enlarged or reduced.

False

400

T(2, 2) and T'(5, 5)

What is 2.5?

400

Preimage: (9, 15) Scale factor: 1/3

What is (3, 5)?

400

Preimage: (6,8) Image: (9,12)

If "Not Proportional" change one number so they ARE proportional.

Yes

400

If a polygon is in quadrant III and is rotated 180 degrees clockwise, what quadrant will the image be in?

Quadrant I

500

A dilation is a transformation that ________________ or ________________ an image.

enlarges, reduces

500

S'(161.1, 107.4) and S(53.7, 35.8)

What is 3?

500

Preimage: (27, 9) Scale factor: 3 1/3

What is (90, 30)?

500

Preimage: (7, 8) Image: (56, 63)

If "NOT proportional", change one number so that they will be proportional.

Not Proportional

change: Preimage (7,8) Image (56,64)

500

A triangle with points: A=(2,8), B=(-4,2), C=(4, -4) is dilated by a scale factor of 1/2  (The origin is the center of dilation). Identify the new coordinates

A'=(1,4), B'=(-2,1), C'=(2,-2)