Unit 5 Test Review

QuizÂ by Chandler Anderson

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20 questions
• Q1
Mr. Anderson used similar triangles to make a design. Which statement about triangles is true?
They have corresponding sides that are congruent.
They have corresponding angles that are congruent.
They are the same size but different shapes.
They are the same size and shape.
30s
• Q2
What is the corresponding number to side DC?
3.2
4
6
8
30s
• Q3
What is the corresponding number to side FG?
8
2.4
3
6
30s
• Q4
What is the missing length for side QP?
6
14
8
48
30s
• Q5
According to the similar figures, side length TQ and _________ are corresponding.
RS
TR
RQ
TV
30s
• Q6
According to the similar figures, side length VQ and _____________ are corresponding.
SQ
TV
RS
VS
30s
• Q7
According to the similar figures, side length RS and _________ are corresponding.
TQ
QS
TV
QR
30s
• Q8
According to the similar figures, Angle A and Angle ________ are congruent.
D
E
B
F
30s
• Q9
According to the similar figures, Angle D and Angle _______ are congruent.
B
C
A
E
30s
• Q10
According to the similar figures, Side Length AB and Side Length ____________ are proportional and corresponding.
DF
ED
FE
30s
• Q11
According to the similar figures, Side Lengths AB and __________ are corresponding.
DF
EF
DE
30s
• Q12
According to the similar figures, Side Lengths DF and _________ are corresponding.
AB
AC
BC
EF
30s
• Q13
According to the similar figures, Side Length AC and Side Length __________ are proportional and corresponding.
ED
EF
DF
30s
• Q14
What is the value of x in centimeters? (Reminder: Find the scale factor (new divided by original) first! Then multiply to get x).
30 cm
10.8 cm
8 cm
22.5 cm
30s
• Q15
Jamie was looking at a blueprint of her apartment. The scale on the blueprint stated 3/4 inch = 1 foot. On the blueprint, what are the dimensions of her living room if the actual dimensions of her living room are 12 feet by 16 feet? (Use a big H for the length, and a big H for the width!)
16 inches by 21.3 inches
.75 inches by 1 inch
12 inches by 16 inches
9 inches by 12 inches
30s

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