Question

Two opposite anglrs ofa parallelligram are (5x-21) and (x+75). Find the measure of each angle of the parallelligram
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Answer 1

Step-by-step explanation:

this is the correct answer for your question

Answer 2

Answer:

99,99,81,81

Step-by-step explanation:

Opp.angles of parallelogram are equal

Opp.angles of parallelogram are equalSo

Opp.angles of parallelogram are equalSo5x -21 = x+75

Opp.angles of parallelogram are equalSo5x -21 = x+755x -x = 75 +21

Opp.angles of parallelogram are equalSo5x -21 = x+755x -x = 75 +214x = 96

Opp.angles of parallelogram are equalSo5x -21 = x+755x -x = 75 +214x = 96x= 24

Opp.angles of parallelogram are equalSo5x -21 = x+755x -x = 75 +214x = 96x= 24So 5x -21 = 5(24) -21 = 99

Opp.angles of parallelogram are equalSo5x -21 = x+755x -x = 75 +214x = 96x= 24So 5x -21 = 5(24) -21 = 99So Angles of parallelogram are

Opp.angles of parallelogram are equalSo5x -21 = x+755x -x = 75 +214x = 96x= 24So 5x -21 = 5(24) -21 = 99So Angles of parallelogram are99,99,(180-99), (180-99)

Opp.angles of parallelogram are equalSo5x -21 = x+755x -x = 75 +214x = 96x= 24So 5x -21 = 5(24) -21 = 99So Angles of parallelogram are99,99,(180-99), (180-99)99,99,81,81