The larger of the two supplementary angles exceed the smaller by 18 degree find them
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Answered by
17
let one angle is X
and other angle is X + 18
then. angle 1+angle 2 = 180°
then. X +(X+18°)=180 °
X + X +18°=180°
2X +18°= 180°
2X=180°-18°
X=162/2
X = 81°
first angle is 81° and other angle is 81°+18°=99°
and other angle is X + 18
then. angle 1+angle 2 = 180°
then. X +(X+18°)=180 °
X + X +18°=180°
2X +18°= 180°
2X=180°-18°
X=162/2
X = 81°
first angle is 81° and other angle is 81°+18°=99°
Answered by
0
Answer:
Step-by-step explanation:
Let the smaller angle be x,
Then the largest angle is x+18,
x+x+18=90
2x+18=90
2x=90-18
2x=72
x=72/2
x=36
Therefore,
The smaller angle be x,
=36 degree
Then the largest angle is x+18,
=(36 +18)degree
=54 degree
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