Math proofs Unt 1 Test Flashcards

1
Q

if a=b, then a+c=b+c

A

addition property

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2
Q

a=b then a-c=b-c

A

subtraction property

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3
Q

For any segment AB, AB is congruent to AB

A

Reflexive property of Congruence

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4
Q

If AB is congruent to CD then CD is congruent to AB

A

Symmetric property of congruence

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5
Q

if AB is congruent to CD and CD is congruent to EF, then AB is congruent to EF

A

Transitive property of Congruence

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6
Q

AM=MB

A

Definition of a midpoint

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7
Q

AB+BC=AC

A

Segment addition Postulate

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8
Q

Definition of Congruence

A

the measures of two angles are equal if and only if the angles are congruent. M<A=M,B means <A=<B

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9
Q

Definition of a right angle

A

an angle measure is 90 degrees and only if it is a right angle (1 ANGLE!!)

M<A=90 degrees —>
<A is a right angle

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10
Q

Definition of Complementary Angles

A

Two angles are supplementary if and only if the sum of their measures is 180 degrees

Complementary —-> SUM is 90 degrees

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11
Q

Definition of Supplementary Angles

A

sum is equal to 180 degrees

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12
Q

Definition of ANgle bisector

A

ang angle bisector divides an angle into two equal parts

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13
Q

definition of perpendicular

A

perpendicular lines form right angles

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14
Q

Angle addition Postulate

A

M<ABD+M<DBC=M<ABC

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15
Q

vertical angle therom

A

if two angles are vertical then they are congruent

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16
Q

complement theorem

A

if two angles form a right angle then there are complementary

Form a right angle–> Complementary

17
Q

Linear pair Theorem (Supplement Theorem)

A

if two angles form a linear pair, then they are supplementary.

Form a linear pair—> supplementary

18
Q
A