the of a triangle are x,y and 40°.the difference between two angles x and y is 30° . find x and y
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Answered by
2
As the sum of all angles of triangle is 180,
40+2y+(x-y) =180
40+2y+30=180
2y=180+70
2y=110
y=110/2
Y=55
Then put the value of y in x-y
x-y=30
x-55=30
x=30+55
x=85
I hope this will help you
40+2y+(x-y) =180
40+2y+30=180
2y=180+70
2y=110
y=110/2
Y=55
Then put the value of y in x-y
x-y=30
x-55=30
x=30+55
x=85
I hope this will help you
Answered by
4
let y be x+30
then
x+(x+30)+40=180
2x=180-70
x=110/2
x=55
then y= x+30 = 85
then
x+(x+30)+40=180
2x=180-70
x=110/2
x=55
then y= x+30 = 85
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