WorksheetsProving Segment Relationships 2-7
Total questions: 18
Worksheet time: 1hrs 13mins
Name
Class
Date
1.
Which property justifies the next step?
a)
Symmetric Property
b)
Segment Addition Postulate
c)
Definition Midpoint
d)
Definition Congruence
2.
Which property justifies the next step?
a)
Symmetric Property
b)
Transitive Property
c)
Segment Addition Property
d)
Reflexive Property
3.
Which property justifies the next step?
a)
Definition Congruence
b)
Segment Addition Post
c)
Transitive Property
d)
Definition Equality
4.
Name the property, definition, postulate, or theorem.
a)
def of congruent segments
b)
def of midpoint
c)
Segment Add Post
d)
def of angle bisector
5.
This point divides a line segment into 2 equal parts.
a)
point
b)
vertex
c)
midpoint
d)
segment
6.
If G is between S and B, write the segment addition equation you would use to solve for a length.
a)
BS+SG=BG
b)
SG+GB=SB
c)
SB+GB=SG
d)
BG+SG=SB
7.
For any numbers a and b, if a = b, then b = a.
a)
Transitive Property
b)
Reflexive Property
c)
Symmetric Property
d)
Substitution Property
8.
Which property of multiplication is shown below:
6c + 8b = 2(3c + 4b)
6c + 8b = 2(3c + 4b)
a)
Associative
b)
Commutative
c)
Identity
d)
Distributive
9.
Name the property described:
If PQ = RS then RS = PQ
If PQ = RS then RS = PQ
a)
Reflexive
b)
Symmetric
c)
Transitive
d)
Addition
10.
Name the property described:
If MN = OP and OP = QR, then MN = QR
If MN = OP and OP = QR, then MN = QR
a)
Reflexive
b)
Symmetric
c)
Transitive
d)
Addition
11.
AB + BC = AC is justified by which option below?
a)
Angle Addition Postulate
b)
Addition Property
c)
Segment Addition Postulate
d)
Theorem 22C
12.
If B is the midpoint of AC, then AB ≅ BC.
a)
Definition of Congruent Segments
b)
Definition of Midpoint
c)
Vertical Angles Theorem
d)
Definition of Angle Bisector
13.
For any numbers a, b, and c, if a = b and b = c, then a = c.
a)
Transitive Property
b)
Symmetric Property
c)
Reflexive Property
d)
Substitution Property
14.
Identify the property you would use to solve this equation:
4x = 72
4x = 72
a)
Addition Property of Equality
b)
Subtraction Property of Equality
c)
Multiplication Property of Equality
d)
Division Property of Equality
15.
Identify the property you would use to solve this equation:
y – 7 = 28
y – 7 = 28
a)
Additive Property of Equality
b)
Subtraction Property of Equality
c)
Multiplicative Property of Equality
d)
Division Property of Equality
16.
What property would I use to solve this equation?
7 + x = 14
7 + x = 14
a)
Multiplication Property
b)
Subtraction Property
c)
Division Property
d)
Substitution Property
17.
What does the property of Additive Inverse state?
a)
That if you add a number and its opposite is will always equal 0
b)
That if you add a number and its opposite it equals a negative
18.
Multiplicative Inverse means:
The product of a number and its _____________________ equals 1.
The product of a number and its _____________________ equals 1.
a)
opposite
b)
absolute value
c)
reciprocal
d)
negative
100 %
