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3/26/2021-Similarity Postulates
By Melanie S Boyd
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Last updated over 4 years ago
20 questions
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Question 1
1.
What are the three similiarity postulates?
angle angle (AA)
side side (SS)
side side side (SSS)
side angle side (SAS)
angle side angle (ASA)
Question 2
2.
Are these two triangles similar? If yes, write the similarity postulate (AA, SSS, or SAS) as your response. If no, write no.
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Question 3
3.
Which triangle similiarity postulate proves these similar (AA, SSS, or SAS)?
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Question 4
4.
Which triangle similiarity postulate proves these similar (AA, SSS, or SAS)?
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Question 5
5.
Are the following similar? If so, by what postulate (AA, SSS, or SAS)? If not, write no.
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Question 6
6.
Are the following similar? If so, by what postulate (AA, SSS, or SAS)? If not, write no.
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Question 7
7.
Are the following similar? If so, by what postulate (AA, SSS, or SAS)? If not, write no.
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Question 8
8.
Are the following similar? If so, by which postulate (AA, SSS, or SAS)? If not, write no.
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Question 9
9.
Solve each proportion for x.
*Video Help Below
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Question 10
10.
Solve each proportion for x.
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Question 11
11.
Solve each proportion for x.
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Question 12
12.
If it requires 4 cups of flour to make 48 cookies, who many cookies can you make with 19 cups of flour? (round your answer to the nearest tenth place)
*hint, set up a proportion
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Question 13
13.
Boyd’s Vet only sees dogs and cats. Boyd’s Vet has 136 patients. If 40 dogs are patients at Boyd’s Vet, what is the ratio of cats to dogs?
*hint, first calculate how many cat patients he has.
*hint, simplify
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Question 14
14.
Each pair of polygons is similar, find the value of x. (Remember, sides are proportional, not congruent!!)
PBSC ~ THJR
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Question 15
15.
Solve for x
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Question 16
16.
Given ABCD ~ RSTV. What is the scale factor of ABCD to RSTV?
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Question 17
17.
Given ABCD ~ RSTV.
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Question 18
18.
Given ABCD ~ RSTV. Find the length of RS.
*hint, set up proportion
*Video help below:
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Question 19
19.
Given ABCD ~ RSTV. Find the length of BC.
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Question 20
20.
Find the value of x.
*hint, break this triangle into two.
*Video Help Below
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