SOLUTION: the larger angle of 2 supplementary angles has a measure of 20 more than the measure of the smaller angle. find the number of degrees in the measure of the smaller angles.

SOLUTION: the larger angle of 2 supplementary angles has a measure of 20 more than the measure of the smaller angle. find the number of degrees in the measure of the smaller angles.

Algebra.Com

Question 662833: the larger angle of 2 supplementary angles has a measure of 20 more than the measure of the smaller angle. find the number of degrees in the measure of the smaller angles.

Answer by rfer(16322) (Show Source): You can put this solution on YOUR website!
x+x+20=180
2x=180-20
2x=160
x=80 smaller
RELATED QUESTIONS
The larger angle of two supplementary angles has a measure of 20 degrees more than the... (answered by rfer)

Two angles are supplementary. The larger angle is 55� more than four times the measure of (answered by unlockmath)

The larger angle of two supplementary angles measures five degrees more than six times... (answered by rfer)

Two angles are supplementary. The larger angle is eight degrees more than three times (answered by checkley79)

2 angles are supplementary. The measure of the smaller angle is 1/2 of the measure of the (answered by swincher4391)

The larger of two supplementary angles is 20� less than four times the smaller find... (answered by checkley79)

the larger of two supplementary angles is 20 less than 4 times the smaller. find the... (answered by Alan3354)

Find the measures of 2 supplementary angles if the measure of the larger angle is 44 more (answered by AlgebraLady88)

two angles are supplementary. the measure of the larger angle is 30 less than six times... (answered by stanbon)