An angle is equal to 8times it's complement determine the angles
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Answered by
1
Hey
According to the concept of complementary angles,
x + y = 90 degree
x = 8y (given)
Substitute in first equation,
8y + y = 90
9y = 90
y = 90/9 = 10
x = 90 -10 = 80 degree.
Therefore, the two angles are 80 and 10 degree.
Hope this helps
According to the concept of complementary angles,
x + y = 90 degree
x = 8y (given)
Substitute in first equation,
8y + y = 90
9y = 90
y = 90/9 = 10
x = 90 -10 = 80 degree.
Therefore, the two angles are 80 and 10 degree.
Hope this helps
mysticd:
80 and 10 °
Answered by
1
Hi ,
Sum of any two angles in a plane is
equals 90° are called
Complementary angles.
Let one angle = x°
Second angle = 90 - x
according to the problem given,
x = 8(90 - x )
x = 720 - 8x
x + 8x = 720
9x = 720
x = 720 / 9
x = 80°
Therefore ,
One angle = x = 80°
Second angle = 90 - x
= 90 - 80
= 10°
I hope this helps you.
:)
Sum of any two angles in a plane is
equals 90° are called
Complementary angles.
Let one angle = x°
Second angle = 90 - x
according to the problem given,
x = 8(90 - x )
x = 720 - 8x
x + 8x = 720
9x = 720
x = 720 / 9
x = 80°
Therefore ,
One angle = x = 80°
Second angle = 90 - x
= 90 - 80
= 10°
I hope this helps you.
:)
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