Name _________________________________________________________________________ Date __________________________
Honors Quiz Review 4:1-3
Use the translation (x, y)  (x - 5, y + 8).
1. What is the image of B(4, 2)?
2. What is the preimage of K'(–4, 6)
Write a rule for the translation.
3. a.)
b.)
Name the vector and write its component form.
4. a.)
b.)
5. Use the point P(5, -2). Find the component form of the vector that describes the translation to P'.
a.)
P' (6, 2)
b.) P' (-3, 7)
c.) P' (0, -6)
6. The vertices of ∆ABC are A(–1, 2), B(2. 3), and C(4, –1). Translate ∆ABC using the given vector. Graph 
ABC and its image.
a.)
3,1
b.)
2, –3
7. Write the rule for the translation.
a.) 3 units right and 2 units down
b.) 6 units left and 3 units up
8. Graph the reflection of the polygon in the given line.
a.) x-axis
b.) y-axis
c.) 2 units to the right
c.) x = 1
then y = -1
d.) y = x
11. Rotate the figure the given number of degrees about the origin. List the coordinates of the vertices of
the image.
a.) 180º
b.) 270º
13. Identify the transformation and give all necessary information such as the rule, equation for line of
reflection, or angle and direction of rotation.
a.)
b.)
c.)
d.)
y
5
–5
5
–5
x