SOLUTION: The measure of the larger of two complementary angles is 6 degree less than twice the measure of the smaller angle. Find the degree measure of each angle

SOLUTION: The measure of the larger of two complementary angles is 6 degree less than twice the measure of the smaller angle. Find the degree measure of each angle

Algebra.Com

Question 746578: The measure of the larger of two complementary angles is 6 degree
less than twice the measure of the smaller angle. Find the degree measure of each angle

Answer by rfer(16322) (Show Source): You can put this solution on YOUR website!
x+2x-6=90
3x=96
x=96/3
x=32
2x-6=58
RELATED QUESTIONS
Two angles are complementary. The larger angle measures three degrees less than twice the (answered by rfer)

Pls Kindle answer my question 🙏 Two angles are complementary.The larger Angle is... (answered by ikleyn)

two angles are complementary. the measure of the larger angle is five times the measure... (answered by jorel1380)

two angles are complementary. The measure of the larger angle is 5 times the measure of... (answered by oberobic)

find the measure of two complementary anglessuch that the larger angle is six less than... (answered by ewatrrr)

two angles are complementary, and the degree measure of the smaller angle is 50 less than (answered by jorel1380)

what is the measure of two complementary angles if the measure of the larger angle is 12... (answered by scott8148)

Two angles are complementary. The measure of the larger angle is 10 more than 4 times the (answered by josgarithmetic,MathLover1)

Two angle are complementary and the measure of the smaller angle is 50° less than the... (answered by ikleyn)