if the difference between two complementary angle is 12 degree then find the greater anglepls solved the question About the author Ximena
Step-by-step explanation: If two angle are complementary, the sum of their measure is 90 degree. Let one angle = x it’s compliment = ( 90°–x) According to question x- ( 90°–x) = 12° x – 90° + x = 12° 2x = 12° + 90° = 102 x= 102/2 x= 51° Therefore its complement= ( 90°–x) = 90° – 51° = 39° The difference in the two angles is 51° – 39° = 12 degree so, that the measure of the two complementary angle are 51 degree and 39 degree so the greater angle is 51 ° hope it helps you Reply
Step-by-step explanation:
If two angle are complementary, the sum of their measure is 90 degree.
Let one angle = x
it’s compliment = ( 90°–x)
According to question
x- ( 90°–x) = 12°
x – 90° + x = 12°
2x = 12° + 90° = 102
x= 102/2
x= 51°
Therefore its complement= ( 90°–x) = 90° – 51° = 39°
The difference in the two angles is 51° – 39° = 12 degree
so, that the measure of the two complementary angle are 51 degree and 39 degree
so the greater angle is 51 °
hope it helps you