two complementary angles differ by 20 degree find the measure of each angle
AshuAbhishek11:
the angles are 55 and 35
Answers
Answered by
66
Let one of the angles is x then other is x+20
We are given, x+x+20 = 90°
2x+20 = 90°
so, 2x = 70°
so, x =35°
so Angles are 35° and 55°
We are given, x+x+20 = 90°
2x+20 = 90°
so, 2x = 70°
so, x =35°
so Angles are 35° and 55°
Answered by
23
Let one complementry angle be x and another y
x+y=90° _______(i)
x-y = 20°________(ii)
Adding both equations
2x=110°
x=110°/2=55°
y=90°-55°=35°
x+y=90° _______(i)
x-y = 20°________(ii)
Adding both equations
2x=110°
x=110°/2=55°
y=90°-55°=35°
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