find the angle whose measure is five times its complement
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Answered by
195
This will be the equation x=5(90-x)
solution= x=5(90-x)
x+5x=90
6x=90
6x/6=90/6 {divide by 6 to both the side to x}
x=15
ans= The angle is 15 degree and its compliment angle is 75 degree
solution= x=5(90-x)
x+5x=90
6x=90
6x/6=90/6 {divide by 6 to both the side to x}
x=15
ans= The angle is 15 degree and its compliment angle is 75 degree
Answered by
97
Heya user
Here is your answer !!
___________
Let the angle be x .
There fore , its supplement angle is = x / 5 .
Two angles whose sum is 90 degree are called supplement angles .
So , acc. to the question ,
x + x / 5 = 90
=> 6x / 5 = 90
=> x = 90 * 5 / 6
=> x = 75 .
So , the measure of the angle is 75 degree
and its complementary angle is ( 90 - 75 ) degree = 15 degree .
___________
Hope it helps !!
Here is your answer !!
___________
Let the angle be x .
There fore , its supplement angle is = x / 5 .
Two angles whose sum is 90 degree are called supplement angles .
So , acc. to the question ,
x + x / 5 = 90
=> 6x / 5 = 90
=> x = 90 * 5 / 6
=> x = 75 .
So , the measure of the angle is 75 degree
and its complementary angle is ( 90 - 75 ) degree = 15 degree .
___________
Hope it helps !!
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