The difference between two supplementry angles 20 degree .Find the angles
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Here is your answer :-
Let one angle be x and other angle be
(x + 20).
( Given that difference between these angles is 20 ).
We know that,
Sum of supplementary angles is 180°.
A/q,
➡ x + x + 20 = 180
➡ 2x = 180 - 20
➡ 2x = 160
➡ x = 160/2
➡ x = 80.
Answer :-
➡ First angle = (x) = 80°.
➡ Second angle = (x+20) = 80+20 = 100°
Hope it will help you !!!
Let one angle be x and other angle be
(x + 20).
( Given that difference between these angles is 20 ).
We know that,
Sum of supplementary angles is 180°.
A/q,
➡ x + x + 20 = 180
➡ 2x = 180 - 20
➡ 2x = 160
➡ x = 160/2
➡ x = 80.
Answer :-
➡ First angle = (x) = 80°.
➡ Second angle = (x+20) = 80+20 = 100°
Hope it will help you !!!
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