Unit 3 Part 2 - Geometry

Single Transformations

100

Find the transformation for Graph #5

Translation 5 units right

200

Find the transformation for Graph #4

Rotation 180 degrees

300

Find the transformation for Graph #10

Dilation; k = 1/3

400

Find the transformation for Graph #8

Reflection across the x-axis

500

Find the transformation for Graph #2

Rotation 90 degrees clockwise

Multiple Transformations

100

Find the transformations for Graph #1

Translation 6 units right and 2 units down

200

Find the transformations for Graph #7

Reflection across the y-axis and a dilation; k = 3

300

Find the transformations for Graph #6

Rotation 180 degrees and a dilation; k = 2

400

Find the transformations for Graph #9

Reflection across the x-axis and a dilation; k = 1/3

500

Find the transformations for Graph #3

Translation 3 units right and a dilation; k = 2/3

Congruence

100

Use Graph 12 to answer the following congruence statement: Q = ?

U

200

Use Graph 11 to answer the following congruence statement: ZP = ??

WN

300

Use Graph 12 to answer the following congruence statement: triXSQ = ???

triYRU

400

Use Graph 11 to answer the following congruence statement: triZPT = ???

triWNV

500

Use Graph 12 to answer the following congruence statement: triQSX = ??? triRYU = ??? triXQS = ???

triURY triSXQ triYUR

Coordinate Translations and Reflections

100

N(4,-2), P(0,3), Q(-1,8) Reflected across the x-axis

N'(4,2), P'(0,-3), Q'(1,-8)

200

N(4,-2), P(0,3), Q(-1,8) Reflected across the y-axis

N'(-4,-2), P'(0,3), Q'(1,8)

300

N(4,-2), P(0,3), Q(-1,8) Translated 5 units left and 2 units up

N'(-1,0), P'(-5,5), Q'(-6,10)

400

R(0,-7), S(-6,-2), T(5,-3) Translated 6 units right and 1 unit down

R'(6,-8), S'(0,-3), T'(11,-4)

500

R(0,-7), S(-6,-2), T(5,-3) Translated 8 units up and then reflected across the x-axis

R'(0,-1), S'(-6,-6), T'(5,-5)

Coordinate Dilations and Rotations

100

U(0,-6), V(9,3), W(-3,6) Dilated; k = 2

U'(0,-12), V'(18,6), W'(-6,12)

200

U(0,-6), V(9,3), W(-3,6) Rotated 180 degrees

U'(0,6), V'(-9,-3), W'(3,-6)

300

U(0,-6), V(9,3), W(-3,6) Dilated; k = 2/3

U'(0,-4), V'(6,2), W'(-2,4)

400

X(-8,6), Y(4,-2), Z(8,0) Rotated 270 degrees clockwise

X'(-6,8), Y'(2,4), Z'(0,8)

500

X(-8,6), Y(4,-2), Z(8,0) Rotated 90 degrees clockwise and then dilated; k = 1/2

X'(3,4), Y'(-1,-2), Z'(0,-4)