Find the measure of two supplementary angles if the measure of the larger angle is 32 more than the measure of
the smaller angle.

Supplementary angles add up to 180 degrees and using the statements we can write the equation for the large angle as L = s + 32 where L is the large angle and s is the small angles.

L is s + 32 and plus the small angle will equal to 180 degrees so combine them and solve for the small angle.

s + (s+32) = 180

2s + 32 = 180

-32 -32

2s = 148

s = 74

So the small angle is 74 and the larger angle has to be 32 more than it so 32 + 74 = 106

Find the measure of two supplementary angles if the measure of the larger angle is 32 more than the measure of the smaller angle.

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Find the measure of two supplementary angles if the measure of the larger angle is 32 more than the measure of
the smaller angle.