The difference of two complementary angles is 32°.Find the measure of the angles.
Answers
Answered by
11
Answer:
( 61° , 29° )
Explanation:
********************
If Sum of any two angles
are equal to 90° then they
are called complementary.
*********************
Here,
One angle = x
Second angle = 90 - x
According to the problem given
x-(90-x) = 32°
=> x-90+x = 32
=> 2x = 32+90
=> 2x = 122
=> x = 122/2
=> x = 61°
Therefore,
Required angles are ,
x = 61°
90-x = (90-61) = 29°
••••
Answered by
0
Answer:
x= 61° 90- x= 29°
Step-by-step explanation:
One angle = x
Second angle = 90 - x
According to the problem given
x-(90-x) = 32°
=> x-90+x = 32
=> 2x = 32+90
=> 2x = 122
=> x = 122/2
=> x = 61°
Therefore,
Required angles are ,
x = 61°
90-x = (90-61) = 29°
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