SOLUTION: the measure of an angle is 44 more than the measure of its supplement. find the measure of the two angles.
Algebra.Com
Question 656324: the measure of an angle is 44 more than the measure of its supplement. find the measure of the two angles.
Answer by checkley79(3341) (Show Source): You can put this solution on YOUR website!
X+(X+44)=180
X+X+44=180
2X=180-44
2X=136
X=136/2
X=68 DEGREES ANS.
PROOF:
68+(68+44)=180
68+112=180
180=180
RELATED QUESTIONS
the measure of an angle is 44 more than the measure of its supplement.
find the measure... (answered by psbhowmick)
The measure of an angle is 44 more than the measure of its supplement. Find the measure... (answered by sdmmadam@yahoo.com)
the measure of an angles supplement is 44 less than the measure of the angle. find the... (answered by cleomenius)
the measure of an angle is 25 more than the measure of its supplement . find the measure... (answered by sofiyac)
an angle is 12 more than twice its supplement. Find the measure of the two... (answered by stanbon)
The measure of an angle is 44 more that the measure of its supplement. Find the measure... (answered by acchs_cheerleader)
The measure of an angle is 44 more that the measure of its supplement. Find the measure... (answered by scott8148)
The measure of an angle is 44 more than the measure of its supplement. Find the... (answered by checkley77,MathTherapy)
The measure of an angle is 44 degrees more than the measure of its supplement. Find the... (answered by solver91311)