SOLUTION: Find the measure of the larger of two supplementary angles.The measure of the larger is four times the smaller.

SOLUTION: Find the measure of the larger of two supplementary angles.The measure of the larger is four times the smaller.

Algebra.Com

Question 1134349: Find the measure of the larger of two supplementary angles.The measure of the larger is four times the smaller.

Answer by ankor@dixie-net.com(22740) (Show Source): You can put this solution on YOUR website!
Find the measure of the larger of two supplementary angles.
A + B = 180
The measure of the larger is four times the smaller.
A = 4B
Replace A with 4B in the 1st equation
4B + B = 180
5B = 180
B = 180/5
B = 36 degrees
:
"Find the measure of the larger", A.
A = 4(36)
A = 144 degrees
RELATED QUESTIONS
Find the measure of the larger of two supplementary angles. The measure of the larger is... (answered by ikleyn)

Find the measure of the larger two supplementary angles. The measure of the larger is... (answered by ikleyn)

find the measure of the larger of two supplementary angles if the measure of the larger... (answered by mananth)

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

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

two angles are supplementary. the measure of the larger angle is four times the measure... (answered by oberobic)

1. Find the measure of the larger of two supplementary angles if the larger is 4 times... (answered by rapaljer)

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

The larger of two supplementary angles exceeds seven times the smaller by four degrees.... (answered by nerdybill)