Translations
Reflections
Rotations
Dilations
Double Trouble
100

Translate the point (4, -5) five units to the left

(-1,-5)

100

Reflect the point (3, -2) over the y-axis

(-3, -2)

100

Rotate the point (-4, 18) 90 degrees clockwise about the origin

(18, 4)

100

Scale Factor: 1/4

Point: (16, -100)

(4, -25)

100

Point: (8, -4)

Transformation 1: translate 8 units left

Transformation 2: dilate with scale factor 4

(0, -16)

200

Translate the point (4, -5) three units down

(4, -8)

200

Reflect the point (3, -2) over the x-axis

(3, 2)

200

Rotate the point (-4, 18) 90 degrees counter-clockwise about the origin

(-18, -4)

200

Scale Factor: 5

Point: (-8, -12)

(-40, -60)

200

Point: (18, -9)

Transformation 1: dilate by scale factor of 1/3

Transformation 2: reflect over x-axis

(6, 3)

300

Translate the point (4, -5) three units down and two units right

(6, -8)

300

Reflect the point (3, -2) over the line y = 3

(3, 8)

300

Rotate the point (-4, 18) 180 degrees clockwise about the origin

(4, -18)

300

Scale Factor: 3

Point: (16, -100)

(48, -300)

300

Point: (-48, -64)

Transformation 1: reflect across y-axis

Transformation 2:dilate by scale factor of 1/8

(6, -8)
400

Translate the point (4, -5) six units up and twelve units left

(-8, 1)

400

Reflect the point (3, -2) over the line x = 2 then over the x-axis

(1, 2)

400

Rotate the point (-4, 18) 90 degrees clockwise about the origin then 90 degrees clockwise about the origin again

(4, -18)

400

Scale Factor: 2/3

Point: (-12, 6)

(-8, 4)

400

Point: (2, 14)

Transformation 1: rotate 90 degrees clockwise

Transformation 2: translate 14 units down

(0, -2)

500

Translate the point (4, -5) seven units up and seven units left

(-3 , 2)

500

Reflect the point (3, -2) over the line y-axis then over the line x = 3

(3, 4)

500

Rotate the point (-4, 18) 270 degrees clockwise about the origin then 180 degrees

(18, 4)

500

Scale Factor: 2.5

Point: (-12, -26)

(-30, 65)

500

Point: (8, -4)

Transformation 1: reflect across the line x = 3

Transformation 2: rotate 270 degree clockwise

(4, -2)