Translations
Reflections
Equations
Dilations
Angles
100

When translating a figure, you do this to the preimage.

What is slide?

100

When reflecting an image, you do this to the preimage.

What is flip?

100

Solve: 6a + 5a = −11 

a = -1
100

When dilating a figure, you do this to the preimage.

What is make it bigger or smaller?

100

This angle is greater 90 degrees but less than 180 degrees. 

What is an obtuse angle?

200

In words, describe the translation: (x,y) --> (x+8, y-4)

Right 8 units, down 4 units.

200

Find the new coordinates of (3,-2) after a reflection over the x-axis.

What is (3, 2)?

200

Solve: k − 2 + 3 = −2 

k = -3

200

What happens to your preimage when dilating the figure by a scale factor of 1/2?

The image reduces in size.

200

Two angles whose sum is 90°.

What are complementary angles?

300

Write the proper notation using the point (x, y) after a translation of 3 units left and 7 units up.

What is T(x-3,y+7)?

300

What are two methods that can be used to reflect an image?

Use the rule to change the signs or count boxes.

300

Solve: 18 = 3(3x − 6)

x = 4

300

What is W' after taking Point W (2, -9) and dilating the point by a scale factor of 4?

W' (8, -36)

300

The supplement of a 79o angle.

What is a 101o?

400

What is A' after taking Point A (-1, 0) and shifting it two units right and 4 units down?

A' (1, -4)

400

What is Z' after taking Point Z (-1, 5) and reflecting it over the y-axis?

What is (1, 5)?

400

Solve: 8(1 + 5x) + 5 = 13 + 5x

x = 0

400

This letter can be used to represent the scale factor.

What is k?

400
Two complementary angles are represented by (x+26)o and 59o, find x.

x = 33o

500

Write the rule: Triangle L (0, 3), M (6, 4), N (3 ,9) becomes Triangle L' (6, -1), M' (12, 0), N' (9, 5)

T (x + 6, y - 4)

500

If Point A (-8, 5) becomes Point A' (-8, -5), what was the line of reflection?

The x-axis.

500

Solve: 3 + 5n = 5(n + 2) - 7

Infinitely Many Solutions

500

Determine the scale factor: D (3, 9), E (6, 6), F (6, 0) becomes D' (1, 3), E' (2, 2), F' (2, 0).

k = 1/3
500

Two supplementary angles are represented by (2x+15)o and (3x+10)o, find x.

x = 31

M
e
n
u