SOLUTION: (this, < = angle)(this, m = the measure)(so, this m< = "the measure of angle..") < A & < B are supplementary. Find m < A and m < B. 1.) m < A = 6x + 8 m < B = 10x - 20

Algebra.Com
Question 221976: (this, < = angle)(this, m = the measure)(so, this m< = "the measure of angle..")
< A & < B are supplementary. Find m < A and m < B.
1.) m < A = 6x + 8
m < B = 10x - 20

Answer by jim_thompson5910(35256)   (Show Source): You can put this solution on YOUR website!
Since "< A & < B are supplementary", this means A+B=180 which further means . I'll let you solve for 'x' and finish up the problem.
RELATED QUESTIONS

A and B are supplementary. The measure of a is five times the measure of angle b how do I (answered by Fombitz)
Find the measure of each angle: angle A and angle B are supplementary, m angle A=3x+12 (answered by jojo14344)
Find the measure of the angle. Angles A and B are supplementary. m∠A =... (answered by MathLover1)
angle a and angle b are complementary. the measure of angle b is three times the measure... (answered by sachi)
If angle A and angle B are supplementary find the value of x Measure of angle A= 2x, m... (answered by Earlsdon)
m (answered by cleomenius)
how do i get the answer for this?...(< = angle) (answered by edjones)
Angle L & angle M are complementary; Angle N & angle P are complementary. -If the... (answered by stanbon)
Angle A and B form a linear pair. ( they are supplementary.) find the measure of each... (answered by MathLover1)