SOLUTION: the measure of an angle is 4 times the measure of its supplementary angle.find the angles.
Algebra.Com
Question 241963: the measure of an angle is 4 times the measure of its supplementary angle.find the angles.
Answer by checkley77(12844) (Show Source): You can put this solution on YOUR website!
x+4x=180
5x=180
x=180/5
x=36 ans. for the smaller angle.
180-36=144 ans. for the larger angle.
Proof:
36+4*36=180
36+144=180
180=180
RELATED QUESTIONS
an angle measure three times of its supplementary angle. Find the measure of both... (answered by checkley71)
Supplementary angle of an angle is 9/4 times its complementary angle. Find the measure of (answered by phoihe001,y6n3o9p4)
An angle measures three times the measure of its supplementary angle. Find the measure of (answered by cleomenius)
An angle measures three times the measure of its supplementary angle. Find the measure of (answered by cleomenius)
An angle measures 6 times the measure of its supplementary angle. Find the measure of... (answered by addingup,ikleyn)
An angle measures four times the measure of its supplementary angle.
whats the measure... (answered by rfer)
The measure of an angle is 5 less than 4 times the measure of the other angle. If the two (answered by rfer)
supplementary angle of an angle is 9/4times its complementary angle. Find the measure of... (answered by LinnW)
The measure of an angle is 9 times the measure of a supplementary angle. what are the... (answered by josgarithmetic,Alan3354)