AnswersMath 3Parallelograms

Parallelograms — Quiz Answers

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1
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Which equations are correct? Choose three correct answers.

A
n is equal to 10
B
n is equal to 7
C
CD is equal to 30
D
CF is equal to 59
E
FE is equal to 42
6

What are the measures of angles cap b and cap d ?

A
angle cap b is equal to 83 degrees ; angle cap d is equal to 97 degrees
B
angle cap b is equal to 55 degrees ; angle cap d is equal to 55 degrees
C
angle cap b is equal to 97 degrees ; angle cap d is equal to 97 degrees
D
angle cap b is equal to 55 degrees ; angle cap d is equal to 125 degrees
10

Which sequence could be used to prove that AD is equal to BC ?

A
First prove triangle ABC is similar to triangle CDA , and then state line segment AD and line segment BC are opposite sides of the parallelograms.
B
First prove parallelogram ABCD is similar to parallelogram CDAB , and then state line segment AD and line segment BC are opposite sides of the parallelograms.
C
First prove parallelogram ABCD is congruent to parallelogram CDAB , and then state line segment AD and line segment BC are corresponding sides of two parallelograms.
D
First prove triangle ABC is congruent to triangle CDA , and then state line segment AD and line segment BC are corresponding sides of the triangles.
11

Which angles equal 91 degrees ?

A
angles cap u and cap v
B
angles cap t and cap v
C
angles cap s and cap t
D
angles cap s and cap u
14

What are the measures of angles cap b and cap d ?

A
angle cap b is equal to 97 degrees ; angle cap d is equal to 97 degrees
B
angle cap b is equal to 55 degrees ; angle cap d is equal to 125 degrees
C
angle cap b is equal to 55 degrees ; angle cap d is equal to 55 degrees
D
angle cap b is equal to 83 degrees ; angle cap d is equal to 97 degrees
15

Which equations are correct? Choose three correct answers.

A
FE is equal to 42
B
n is equal to 10
C
n is equal to 7
D
CF is equal to 59
E
CD is equal to 30
16

Which sequence could be used to prove that AD is equal to BC ?

A
First prove parallelogram ABCD is similar to parallelogram CDAB , and then state line segment AD and line segment BC are opposite sides of the parallelograms.
B
First prove triangle ABC is similar to triangle CDA , and then state line segment AD and line segment BC are opposite sides of the parallelograms.
C
First prove parallelogram ABCD is congruent to parallelogram CDAB , and then state line segment AD and line segment BC are corresponding sides of two parallelograms.
D
First prove triangle ABC is congruent to triangle CDA , and then state line segment AD and line segment BC are corresponding sides of the triangles.

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