difference between the two complimentary angles is 5. find one of the angles
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Answered by
1
Lets assume one angle be x.
so other would be y.
we have complementary condition. So
x + y = 90
x – y = 5
using elimination we get...
2x = 95
x = 47.5°
other will be 90 – 47.5 = 42.5°
Hope it helps!
so other would be y.
we have complementary condition. So
x + y = 90
x – y = 5
using elimination we get...
2x = 95
x = 47.5°
other will be 90 – 47.5 = 42.5°
Hope it helps!
Jhani:
pls mark it best if understood
Answered by
0
Hi !
Let the angles be "a" and "b"
We know that,
a + b = 90° ---> (1)
A.T.Q.,
a - b = 5 ---> (2)
Adding (1) and (2)., we get
2a = 95
a = 95/2
a = 47.5°
a + b = 90°
b = 90° - 47.5°
= 42.5°
The angles are 47.5° and 42.5°
Let the angles be "a" and "b"
We know that,
a + b = 90° ---> (1)
A.T.Q.,
a - b = 5 ---> (2)
Adding (1) and (2)., we get
2a = 95
a = 95/2
a = 47.5°
a + b = 90°
b = 90° - 47.5°
= 42.5°
The angles are 47.5° and 42.5°
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