Unit 5: Transformations Study Guide (Due 3/4/24)

Last updated 12 months ago

9 questions

Note from the author:

Essential Question: What happens when you apply more than one transformation to a figure?

Learning Target: Students will be able to apply a sequence of transformations on a figure after completing this assignment.

Use complete sentences for credit.

Complete the entire document and show work for full credit.

Instructions

Essential Question: What happens when you apply more than one transformation to a figure?

Learning Target: Students will be able to apply a sequence of transformations on a figure after completing this assignment.

Use complete sentences for credit.

Complete the entire document and show work for full credit.

Unit 7 Transformation Review
Translations:

Required

Triangle ABC with vertices A(0, 7), B(7, 3), and C(1, 4): 
(x, y) → (x – 3, y – 4)

A'_______ 
B'_______ 
C'_______ 

Required

Translate the triangle ABC with vertices A(-2, 3), B(6, -2), and C(0, 0) with the vector <6,-2>

A'_______ 
B'_______ 
C'_______ 

Reflections:

Required

Triangle FGH with vertices F(1, 8), G(5, 7), and H(2, 3): y = x

F'_______ 
G'_______ 
H'_______ 

Required

Triangle FGH with vertices F(1, 8), G(5, 7), and H(2, 3): 
y = - x

F'_______ 
G'_______ 
H'_______ 

Rotations:

Required

Triangle FGH with vertices F(-7, 8), G(-1, 1), and H(-8, 4): 90° counterclockwise

F'_______ 
G'_______ 
H'_______ 

Required

Triangle FGH with vertices F(-7, 8), G(-1, 1), and H(-8, 4): 180° 

F'_______ 
G'_______ 
H'_______ 

Required

Triangle FGH with vertices F(-7, 8), G(-1, 1), and H(-8, 4): 270° counterclockwise

F'_______ 
G'_______ 
H'_______ 

Required

Triangle GHI with vertices G(-1, 6), H(-1, 3), and I(-6, 6):

a) translation along the vector <-2, -5>
G'_______ 
H'_______ 
I'_______ 
b) reflection in the line y = x
G''_______ 
H''_______ 
I''_______ 

Required

Triangle XYZ with vertices X(-3, 7), Y(-2, 1), and Z(-5, 2):
    
a) reflection in the x-axis
X'_______ 
Y'_______ 
Z'_______ 
b) rotation 90° counterclockwise
X''_______ 
Y''_______ 
Z''_______ 