SOLUTION: what is the measure of the smaller angle of 2 complementary angle's measre are (2x+21) and (3x-26)

SOLUTION: what is the measure of the smaller angle of 2 complementary angle's measre are (2x+21) and (3x-26)

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Question 633057: what is the measure of the smaller angle of 2 complementary angle's measre are (2x+21) and (3x-26)
Answer by mananth(16946) (Show Source): You can put this solution on YOUR website!
(2x+21) and (3x-26)
Sum of complementary angles = 90 deg
2x+21+3x-26=90
5x-5=90
5x=90+5
5x=95
/5
x=19
2x+21= 2*19+21= 59 deg
3x-26=3*19-26=31 deg
The measure of smaller angle is 31 deg.
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