SOLUTION: An angle is 3 degrees more than twice its supplement. Find the measure of each angle.
Algebra.Com
Question 774724: An angle is 3 degrees more than twice its supplement. Find the measure of each angle.
Answer by arKed(27) (Show Source): You can put this solution on YOUR website!
n1 + n2 = 180 eq. 1
n2 = 3 + 2(n1)
sol'n:
n1 + 3 + 2 (n1) = 180
3 n1 = 180 - 3
3 n1 / 3= 177 / 3
n1 = 59 degrees ans.
n2 = 3 + 2(n1)
n2 = 3 + 2 (59)
n2 = 121 degrees ans.
RELATED QUESTIONS
The measure of an angle is 21 degrees more than twice its supplement. Find the measure of (answered by nerdybill)
The measure of an angle is 21 degrees more than twice its supplement. Find the measure of (answered by user_dude2008)
The measure of an angle is 21 degrees more than twice its supplement. Find the measure of (answered by Alan3354,jhunjiro)
An angle measures 15 degrees more than twice its supplement. Find the measure of the... (answered by Mathtut)
An angle measures 15 degrees more than twice its supplement. Find the measure of the... (answered by Mathtut,gonzo)
The measure of an angle is 21 degrees more than twice ists supplement. Find the measure... (answered by luvfamily1)
The measure or an angle is 21 degrees more than twice it's supplement. Find the measure... (answered by Alan3354)
The measure of an angle is 21 more than twice its supplement. Find the measure of each... (answered by rvfer)
The measure of an angle is 15° more than twice its supplement. Find the measure of each... (answered by ikleyn)