e) The angles are supplementary and the larger is 20° less than three times the smaller.
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If the angles are supplementary then sum of the angles will be 180°.
Let the smaller angle be ‘x’.
Let the larger angle be 3x-20°.
x+3x-20°=180°[angle sum property]
4x-20°=180°
4x=180°+20°
4x=200°
x=200/4
x=50°
3x-20°=3*50°-20°=150°-20°=130°
The smaller angle is 50°.
The larger angle is 130°.
Let the smaller angle be ‘x’.
Let the larger angle be 3x-20°.
x+3x-20°=180°[angle sum property]
4x-20°=180°
4x=180°+20°
4x=200°
x=200/4
x=50°
3x-20°=3*50°-20°=150°-20°=130°
The smaller angle is 50°.
The larger angle is 130°.
Answered by
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Answer:
Okay here is your answer
Let's take the larger angle as x
and the smaller angle as y
so According to the Given Condition
x + y = 180
And
x = 3y - 20
x - 3y = - 20
let's subtract these equations
x +y = 180
x - 3y = - 20
4y = 200
y = 200/4
y = 50
Hence the smaller angle is 50 so let's find the Bigger angle
x + y = 180
x = 180 - 50
x = 130
Hence the final answer , the larger angle is 130° and the smaller angle is 50°
Hope it helps
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