Download Angle Relationships Geometry Identify each pair of complementary

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Angle Relationships
Geometry
Identify each pair of complementary angles.
Find the measures of complements of angles with these measures.
4) 51 0
5) 39 0
6) 76 0
7) 54 0
8) 90 0
9) m 0
10) x 0
19) a 0
20) k 0
Identify each pair of supplementary angles.
Find the measures of the supplements of angles with these measures.
14) 17 0
15) 141 0
16) 108 0
17) 55 0
18) 73 0
21) pC –pD and mpC = 76 0. Find the measure of
the supplement of pD.
24) pY –pZ and mpY = 33 0. Find the measures of
the complement and supplement of pZ.
22) pJ –pK and mpK = 14 0. Find the measure of the
complement of pJ.
25) Two supplementary angles are congruent. What
is the measure of each angle?
23) pT –pV and mpV = 76 0. Find the measures of
the complement and supplement of pT.
26) An angle is 20 0 greater than its’ complement.
What is the measure of the angles?
Are the angles in each problem adjacent angles? If not, why not?
Tell whether p1 and p2 form a linear pair.
Given the measure of one angle, find the measures of the other angles at the intersection.
43) pA and pB form a linear pair. m pA = 71 0. Find the m pB.
44) pP and pR form a linear pair. m pR = 153 0. Find the m pP
Find the measures of the angles whose measures are not shown
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