Question

An angle is 5 times its supplement. Find the angle.

Answer 1

Hii there!!

Let one angle be x
Another angle= 5x
Equation formed,
x+5x=180
6x=180
x=180/6=30° ans
5x=30×5= 150° ans

Hope it helps....

Answer 2

Answer: The angle is 150° and its supplement is 30° where an angle is 5 times its supplement.

Step-by-step explanation:

An angle is created when two rays come from the same spot in opposite directions and a point from which two rays emerge in opposition and create an angle.

Assuming the measure of an angle be x.

Supplement of x is 180-x°.

Let one angle be x and another angle in supplement be 180-x°.

Since, an angle is 5 times its supplement

⇒ x° = 5(180-x°)

⇒ x° = 900° - 5x°

⇒ x° + 5x°= 900°

⇒ 6x° = 900°

⇒ x = 900/6 = 150°

Supplement of x is 180-x° is 30°

The angle is 150° and its supplement is 30° where an angle is 5 times its supplement.

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