Translation
Reflection
Rotation
Dilation
Transformations
Congruent or Similar
Name the Scale Factor
Trivia
100

Translate (2,3) right 4 units and down 4

(6,-1)

100

Reflect (4,2) across x-axis

(4,-2)

100

Rotate (2,5) 90 degrees counter-clockwise

(-5,2)

100

Dilate (2,3) by a factor 2

(4,6)

100

Translate (1,1) up 4, then reflect across x-axis.

(1, –5)

100

Triangle reflected:Congruent or Similar

Congruent

100

(2,3) → (4,6).

2

100

What is the capital of the United States?

Washington, DC

200

Translate (-1,5) down 6 units and left 4

(-5,11)

200

Reflect (-3,-5) across the y-axis

(3,-5)

200

Rotate (-4,-1) 180 degrees

(4,1)

200

Dilate (6,-9) by 3

(18,-27)

200

Rotate (–2, 3) 180°, then dilate by ½.

(1, –1.5)

200

Square dilated by 2: congruent or similar?

Similar

200

(–5,–1) → (–15,–3).

3

200

Who wrote Romeo and Juliet?

William Shakespeare

300

Describe the translation

A(-5,2) --> A' (1,6)

Right 6 and up 4

(x+6,y+4)

300

Reflect (6,-7) across y=x.

(-7, 6)

300

Rotate (3,-7) 270 degrees Counter-Clockwise

(-7,-3)

300

Dilated (-4,5) by 

1/2

(-2, 2.5)

300

Reflect (3, –4) across y-axis, then left 5.

(–8, –4)

300

Rectangle rotated 180 degrees: Congruent or Similar?

congruent

300

(8,–4) → (2,–1)

1/4

300

Which planet is the Red Planet?

Mars

400

Describe the Translation

A(8, 6) A' (-2, 12)

left 10 up 6

(x-10,y+6)

400

A (-8,2) A' (8,2)

Describe the line of reflection.

y-axis

400

Point A (3,1) was rotated to become A' (-1,3). What kind of rotation occurred? 

90 degrees counter-clockwise

400

Dilate triangle (1,2) (2,3) (3,1) by 2

(2,4) (4,6) (6,2)

400

Rotate (–1, 6) 270°, then reflect across x-axis.

(6, –1)

400

Triangle JKL is rotated,reflected and translated to create TUV, as shown. What is the length of TU?

12

400

(6,10) → (3,5).

1/2

400
What is the largest ocean on Earth?

Pacific Ocean

500

Point A was translated 5 units down and 3 units right. If the new coordinates are (-3, 1), what were A's original points?

(-6,6)

500

Point A is in Quadrant 2, what type of reflection would allow me to land in Quadrant 3?

x-axis

500

Point A lies in Quadrant 4. I need the rotate point A to land in Quadrant 1. What rotation do I need?

90 degrees counter-clockwise

500

Dilate (-4,-8) by 3/2

(-6,-12)

500

Dilate (5, –7) by 3, then (x–2,y+1).

(13, –20)

500

Similar or Congruent or Neither

Neither

500

(7,2) → (14,4)

2

500

Who painted the Mona Lisa?

Leonardo da Vinci

M
e
n
u