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Copy of ***Unit 3 Quiz E: Similar Figures; Proving Triangles Similar (9/18/2024)
By Ali Yasseri
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Last updated 10 months ago
12 questions
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1
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Question 1
1.
Find the measures of the angles. (3 measures) Type your answer with no spaces as such: 45,23,69
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Question 2
2.
Find the length of the shortest side.
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Question 3
3.
Find the scale factor. (Type the answer such as 4:7 in the simplest form.)
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Question 4
4.
Find the value of x.
MGSE9-12.G.SRT.2
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Question 5
5.
Find the value of x.
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MGSE9-12.G.SRT.2
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Question 6
6.
Find the value of x.
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MGSE9-12.G.SRT.2
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MGSE9-12.G.SRT.2
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Question 7
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Question 8
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Question 9
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Question 10
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Question 11
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Question 12
12.
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Determine if the triangles are similar. If similar, state how and complete the similarity statement.
Similar By: AA ∼ ∆ LMN ∼ ∆ HNG
Similar By: AA ∼ ∆ LMN ∼ ∆ GHN
Similar By: SSS ∼ ∆ LMN ∼ ∆ HNG
Similar By: SSS ∼ ∆ LMN ∼ ∆ GHN
Similar By: SAS ∼ ∆ LMN ∼ ∆ HNG
Similar By: SAS ∼ ∆ LMN ∼ ∆ GHN
Not Similar
Determine if the triangles are similar. If similar, state how and complete the similarity statement.
Similar By: AA ∼ ∆ TUS ∼ ∆ RQS
Similar By: AA ∼ ∆ TUS ∼ ∆ QRS
Similar By: SSS ∼ ∆ TUS ∼ ∆ RQS
Similar By: SSS ∼ ∆ TUS ∼ ∆ QRS
Similar By: SAS ∼ ∆ TUS ∼ ∆ RQS
Similar By: SAS ∼ ∆ TUS ∼ ∆ QRS
Not Similar
Determine if the triangles are similar. If similar, state how and complete the similarity statement.
Similar By: AA ∼ ∆ BCD ∼ ∆ HFG
Similar By: AA ∼ ∆ BCD ∼ ∆ GFH
Similar By: SSS ∼ ∆ BCD ∼ ∆ HFG
Similar By: SSS ∼ ∆ BCD ∼ ∆ GFH
Similar By: SAS ∼ ∆ BCD ∼ ∆ HFG
Similar By: SAS ∼ ∆ BCD ∼ ∆ GFH
Not Similar
Determine if the triangles are similar. If similar, state how and complete the similarity statement.
Similar By: AA ∼ ∆ YXZ ∼ ∆ AXB
Similar By: AA ∼ ∆ YXZ ∼ ∆ BXA
Similar By: SSS ∼ ∆ YXZ ∼ ∆ AXB
Similar By: SSS ∼ ∆ YXZ ∼ ∆ BXA
Similar By: SAS ∼ ∆ YXZ ∼ ∆ AXB
Similar By: SAS ∼ ∆ YXZ ∼ ∆ BXA
Not Similar
Determine if the triangles are similar. If similar, state how and complete the similarity statement.
Similar By: AA ∼ ∆ KLS ∼ ∆ TKJ
Similar By: AA ∼ ∆ KLS ∼ ∆ JKT
Similar By: SSS ∼ ∆ KLS ∼ ∆ TKJ
Similar By: SSS ∼ ∆ KLS ∼ ∆ JKT
Similar By: SAS ∼ ∆ KLS ∼ ∆ TKJ
Similar By: SAS ∼ ∆ KLS ∼ ∆ JKT
Not Similar
Determine if the triangles are similar. If similar, state how and complete the similarity statement.
Similar By: AA ∼ ∆ FNY ∼ ∆ WRY
Similar By: AA ∼ ∆ FNY ∼ ∆ RWY
Similar By: SSS ∼ ∆ FNY ∼ ∆ WRY
Similar By: SSS ∼ ∆ FNY ∼ ∆ RWY
Similar By: SAS ∼ ∆ FNY ∼ ∆ WRY
Similar By: SAS ∼ ∆ FNY ∼ ∆ RWY
Not Similar
