AnswersCR CCSS Math 2 S2 M2960OXUsing Triangle Similarity Theorems

Using Triangle Similarity Theorems Answers

11 verified answers
1
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Complete the steps of the proof.

Answers:
♣::triangle STU is similar to triangle XYU
♦::subtraction property
2
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substitution property✔ subtraction propertytransitive property

A
substitution property
B
✔ subtraction property
C
transitive property
4

Complete the steps of the proof.

Answers:
♣::triangle STU is similar to triangle XYU
♦::subtraction property
5

What is the length of BC?

Answers:
From the markings on the diagram, we can tell E is the midpoint of BC and is the midpoint of AC:D
We can apply the theorem: ED = BA.:triangle midsegment
Substituting in the expressions for the lengths and solving for x, we get x = .:5
Now, since BE = x, then BC = .:10
6

converse of the side-splitterside-splitter✔ triangle midsegment

A
converse of the side-splitter
B
side-splitter
C
✔ triangle midsegment
7

3✔ 58

A
3
B
✔ 5
C
8
8

2.56✔ 10

A
2.5
B
6
C
✔ 10
10

Which value of x would make LK ∥ OM?

A
x = 2
B
x = 2.4
C
x = 4.8
D
x = 8

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