Supplement of an angle is one fourth of itself. The measure of the Ange is a) 18 b) 36 c)144 d)75
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Let the angle be
°.
Supplement of x = (180-x)°
ATQ (According To Question)

Multiplying both sides by 4.



Adding 4x to both sides.


Swapping sides.

Dividing both sides by 5.


∴ The required angle is 144°.
Correct option is (c).
Hope this may help you.
Supplement of x = (180-x)°
ATQ (According To Question)
Multiplying both sides by 4.
Adding 4x to both sides.
Swapping sides.
Dividing both sides by 5.
∴ The required angle is 144°.
Correct option is (c).
Hope this may help you.
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