Similarity - proportions

Description

Similarity in proportional triangles
Cassidy Paine
Quiz by Cassidy Paine, updated more than 1 year ago
Cassidy Paine
Created by Cassidy Paine almost 8 years ago
1161
2

Resource summary

Question 1

Question
Solve each proportion: n = [blank_start]8.75[blank_end]
Answer
  • 8.75

Question 2

Question
Solve each proportion: v = [blank_start]3.6[blank_end]
Answer
  • 3.6

Question 3

Question
Solve each proportion: r = [blank_start]18[blank_end]
Answer
  • 18

Question 4

Question
Solve each proportion: n = [blank_start]12[blank_end]
Answer
  • 12

Question 5

Question
Find the missing side lengths in each pair of similar figures: x = [blank_start]15[blank_end]
Answer
  • 15

Question 6

Question
Find the missing side lengths in each pair of similar figures: x = [blank_start]25[blank_end]
Answer
  • 25

Question 7

Question
Find the missing side lengths in each pair of similar figures: x = [blank_start]17[blank_end] y = [blank_start]8[blank_end]
Answer
  • 17
  • 8

Question 8

Question
Find the missing side lengths in each pair of similar figures: x = [blank_start]15.6[blank_end] y = [blank_start]6[blank_end]
Answer
  • 15.6
  • 6

Question 9

Question
Find the missing side lengths in each pair of similar figures: x = [blank_start]9[blank_end]
Answer
  • 9

Question 10

Question
Find the missing side lengths in each pair of similar figures: x = [blank_start]10[blank_end] y = [blank_start]7.5[blank_end]
Answer
  • 10
  • 7.5

Question 11

Question
Solve for x using what you know about similar triangles: x = [blank_start]36[blank_end]
Answer
  • 36

Question 12

Question
Solve for x using what you know about similar triangles: x = [blank_start]10[blank_end]
Answer
  • 10

Question 13

Question
Solve for x using what you know about similar triangles: x = [blank_start]16[blank_end]
Answer
  • 16

Question 14

Question
Solve for x using what you know about similar triangles: x = [blank_start]8[blank_end]
Answer
  • 8

Question 15

Question
Solve for x using what you know about similar triangles: x = [blank_start]6[blank_end]
Answer
  • 6

Question 16

Question
Solve for x using what you know about similar triangles: x = [blank_start]35[blank_end]
Answer
  • 35
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