7144001
Description
Quiz by Staci Gallun, updated more than 1 year ago
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Created by Staci Gallun
over 7 years ago
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|
Question 1
Question
Identify they type of quadrilateral ABCD is.
Answer
-
Isosceles Trapezoid
-
Trapezoid
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Rhombus
-
Kite
-
Square
-
Rectangle
Question 2
Question
Use the definitions and properties of quadrilaterals to determine if each statement is true or false.
Answer
-
True
-
False
-
True
-
False
-
True
-
False
-
True
-
False
Question 3
Answer
-
49
-
120
-
71
-
23.4
-
12
-
11.7
Question 4
Answer
-
52
-
64
-
128
-
80
-
160
-
72
Question 5
Answer
-
34
-
24
-
48
-
48
-
90
-
90
-
45
Question 6
Answer
-
3
-
21
-
42
-
21
-
21
-
42
Question 7
Answer
-
AD≅CD
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angle 1≅ angle 2
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BD ≅ BD
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∆ABD≅∆CBD
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∆ADB≅∆BCD
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angle ABD ≅ angle CBD
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CB ≅ AB
-
DB Bisects angle ABC
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BD ≅ DB
-
angle D ≅ angle D
-
Given 1
-
Given 2
-
Reflexive
-
Symmetric
-
SAS
-
ASA
-
HL
-
CPCTC
-
CCPTC
-
Definition of Congruence
-
Proven
-
CTPCT
-
Definition of Angle Bisector
-
Definition of Segment Bisector
Question 8
Answer
-
Given
-
m∠5 + m∠6
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m∠2+m∠3
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m∠5+m∠6=m∠2+m∠3
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m∠1+m∠2+m∠6=180 and m∠3+m∠4+m∠5=180
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Substitution 1
-
m∠1=m∠4
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Substitution 2
-
Subtraction
-
2(m∠5)=2(m∠2)
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m∠5=m∠2
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∠5≅∠2
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AB∥CD
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Substitution 3
-
m∠6=m∠3
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∠6≅∠3
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Angle Congruence Postulate
-
AD ∥ CB
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ABCD is a parallelogram
-
Definition of Parallelogram
Question 9
Answer
-
given
-
∠RQS and ∠NMP are right angles
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∠RQS≅∠NMP
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∠R≅∠N
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QP=MS
-
Segment addition
-
Substitution
-
QS=MP
-
Definition of Congruence
-
AAS
-
CPCTC
-
prove
-
∠RQ and ∠NM are right
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∠RQS=∠NMP
-
QP≅MS
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Segment subtraction
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Addition
-
CTPCP
-
CPTPC
-
SAS
-
AAA
-
ASA
Question 10
Answer
-
QK≅QA
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∠KQB≅∠AQB
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QB≅QB
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∆KQB≅∆AQB
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KB≅AB
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Given 1
-
Given 2
-
Reflexive
-
SAS
-
CPCTC
-
Given 3
-
Definition of Congruence
-
SSS
-
SAA
-
Symmetric
-
Vertical
-
Linear Pair Property
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Corresponding Angles
Question 11
Answer
-
10
-
25
-
15
-
10
Question 12
Answer
-
9
-
6
Question 13
Answer
-
56
-
33
-
20
-
75
-
25
Question 14
Question
Apply what you know about mid-segments to determine x and y.
Answer
-
60
-
140
-
50
-
8.75
-
15
-
6
-
6.5
Question 15
Question
Apply what you know about mid-segments.
Answer
-
61
-
36.5
-
73
-
30.5
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