7076284
Description
Question 1
Answer
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p II q
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Given
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m<1 + m<2 =180
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m<1 = m<8
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m<1 = m<6
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Corresponding Angles
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Alternate Interior
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Same Side Interior
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m<8 + m<2 =180
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m<8 = m<2
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Linear Pair
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Reflexive
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Substitution
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Symmetric
Question 2
Question
Solve for the value of x:
x=[blank_start]11[blank_end]
Answer
-
11
Question 3
Question
Determine the value of x in the isosceles triangle:
x = [blank_start]14[blank_end]
Answer
-
14
Question 4
Question
Find the value of x:
x = [blank_start]15[blank_end]
Answer
-
15
Question 5
Question
Solve for y:
y = [blank_start]3[blank_end]
Answer
-
3
Question 6
Answer
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Given
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def. of congruence
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UX≅UV
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XW≅VW
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Reflexive Propertry
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Symmetric Property
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Transitive Property
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HL
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SSA
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SAS
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CPCTC
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∠X≅∠V
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∠W≅∠W
Question 7
Question
Solve for the value of x given AB is a midsegment.
x = [blank_start]6[blank_end]
Answer
-
6
Question 8
Question
Given AB is the midsegment, solve for y:
y = [blank_start]3[blank_end]
Answer
-
3
Question 9
Question
DE is the triangle bisector of triangle ABC.
Answer
- True
- False
Question 10
Question
The sum of the measures of the interior angles of a triangle is [blank_start]180[blank_end] degrees.
Answer
-
180
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