sum of supplementary angles = 180 so
m<EFG + m<LMN = 180
substituting expressions given:
3x + 17 + 1/2x - 5 = 180
7/2 x + 12 = 180
7/2 x = 168
7x = 336
x = 48
m<EFG = 3(48) + 17 = 161
m<LMN = 1/2(48)-5 = 19
Yes Y.
asked 03/05/21Find the measure of each angle. <EFG and <LMN are supplementary angles, m<EFG=(3x+17)degrees, m<LMN=(1/2x -5)degrees
m<EFG=
m<LMN=
sum of supplementary angles = 180 so
m<EFG + m<LMN = 180
substituting expressions given:
3x + 17 + 1/2x - 5 = 180
7/2 x + 12 = 180
7/2 x = 168
7x = 336
x = 48
m<EFG = 3(48) + 17 = 161
m<LMN = 1/2(48)-5 = 19
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