2024 Geometry Unit 7

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7-1 Dilations: Boom Cards + Desmos Graphing Practice | 7-2: Similarity Transformations: Savvas Realize | 7-3 Proving Triangles Similar | 7-4 Similarity in Right Triangles: Do You Know How | 7-5 Proportions in Triangles: Do You Know How | Review: Savvas Realize + Textbook

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29 Terms

1
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<p>Explain whether the two triangles are similar.</p>

Explain whether the two triangles are similar.

AA~

2
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<p>Explain whether the two triangles are similar.</p>

Explain whether the two triangles are similar.

No

3
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<p>Explain whether the two triangles are similar.</p>

Explain whether the two triangles are similar.

AA~

4
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<p>Explain whether the two triangles are similar.</p>

Explain whether the two triangles are similar.

SAS~

5
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<p>Explain whether the two triangles are similar.</p>

Explain whether the two triangles are similar.

SSS~

6
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2.8

7
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33.8

8
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<p>Find the value of <em>a</em> such that the triangles are similar.</p>

Find the value of a such that the triangles are similar.

94

9
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<p>Find the value of <em>b</em> such that the triangles are similar.</p>

Find the value of b such that the triangles are similar.

12

10
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1

11
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3√10

12
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1

13
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s2 = 11, a = 11, u1 = 11√2, u2 = 11√2

<p>s<sub>2</sub> = 11, a = 11, u<sub>1</sub> = 11√2, u<sub>2</sub> = 11√2</p>
14
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<p>Enter the height of the proposed building.</p>

Enter the height of the proposed building.

96 feet

15
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10

16
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<p>Enter the similarity statement.</p>

Enter the similarity statement.

△QRS ~ △PRT

17
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<p>Explain whether the two triangles are similar.</p>

Explain whether the two triangles are similar.

SAS~

18
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Find the geometric mean of 10 and 60.

10√6

19
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<p>Explain whether the two triangles are similar.</p>

Explain whether the two triangles are similar.

AA~

20
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<p>Enter the similarity statement.</p>

Enter the similarity statement.

△BAC ~ △DEC

21
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<p>Explain whether the two triangles are similar.</p>

Explain whether the two triangles are similar.

SSS~

22
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<p>Enter the similarity statement.</p>

Enter the similarity statement.

△RUK ~ △AJE

23
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<p>Explain whether the two triangles are similar.</p>

Explain whether the two triangles are similar.

AA~

24
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<p>Enter the similarity statement.</p>

Enter the similarity statement.

△EDF ~ △GHF

25
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<p>x = _____</p>

x = _____

33

26
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<p>x = _____</p>

x = _____

100

27
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<p>y = _____</p>

y = _____

84

28
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△PQR ~ △PSQ ~ △QSR

29
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△XWZ ~ △WYZ ~ △XYW