find the degree measure of an angle which is equal to its supplement.
Answers
Answered by
7
The degree measure of an angle which is equal to its supplement is ∠90°
Supplementary angle: Two angles which together forms an angle of 180°
Example: if we have 50°, 130° is its supplementary angle.
Since we need an angle which is equal to it supplementary that is only possible for 90°
If we have 90°,its supplementary angle is also 90°, 90°+90°=180°
Supplementary angle: Two angles which together forms an angle of 180°
Example: if we have 50°, 130° is its supplementary angle.
Since we need an angle which is equal to it supplementary that is only possible for 90°
If we have 90°,its supplementary angle is also 90°, 90°+90°=180°
Answered by
10
let the first angle be x and its supplement angle by y
ATQ,
x=y—(1)
and
x+y=180(supplementary angles)
x+x=180(from(1))
2x=180
x=180/2
x=90°
so, the angle is of 90°
ATQ,
x=y—(1)
and
x+y=180(supplementary angles)
x+x=180(from(1))
2x=180
x=180/2
x=90°
so, the angle is of 90°
vishagh:
nyc asnwer :)
Similar questions