two supplementary angles differ by 20. find the angles
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Answered by
11
Supplementary angle = 180°
So let the angle be "x" and "20+x"
So,
x + 20 + x = 180°
2x = 180 - 20
x = 160/2 = 80°
So,
x = 80°
x + 20 = 80 + 20 = 100°
hope it helps
So let the angle be "x" and "20+x"
So,
x + 20 + x = 180°
2x = 180 - 20
x = 160/2 = 80°
So,
x = 80°
x + 20 = 80 + 20 = 100°
hope it helps
Answered by
4
Let the two angles be x and y
By data,
x+y=180....i
x-y=20...ii
Solving i and ii simultaneously,
x+y=180
x-y=20
2x=200
x=100
Substituting x=100 in i, we get,
x+y=180
100+y=180
y=180-100=80
The 2 angles are 100°and 80°.
By data,
x+y=180....i
x-y=20...ii
Solving i and ii simultaneously,
x+y=180
x-y=20
2x=200
x=100
Substituting x=100 in i, we get,
x+y=180
100+y=180
y=180-100=80
The 2 angles are 100°and 80°.
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