given a:b=2:3
find c
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Answered by
2
Hello!!!
Let the angles of angle a and b be 2x and 3x.
2x+3x=180 (Linear pair)
5x=180
x=36
So, angle a=2x=72
& angle b=3x=108
Since angle b + angle c=180 (Linear pair)
108 + angle c= 180
angle c =180-108
angle c= 72
OR
We can directly say that Angle a = Angle c= 72 (Vertically Opposite Angle).
Hope it helps
Let the angles of angle a and b be 2x and 3x.
2x+3x=180 (Linear pair)
5x=180
x=36
So, angle a=2x=72
& angle b=3x=108
Since angle b + angle c=180 (Linear pair)
108 + angle c= 180
angle c =180-108
angle c= 72
OR
We can directly say that Angle a = Angle c= 72 (Vertically Opposite Angle).
Hope it helps
shardul1925:
no
Answered by
2
given a : b = 2: 3
let the constant ratio be ' x '
now Angels a, b = 2x , 3x
2x+ 3x = 180°
5x= 180°
x = 36°
now , angle a = 2x = 2×36 = 72 °
angle b = 3x = 3× 36 = 108°
angle c = 180 - angle b
angle c = 180 - 108° = 72°
__________________________
Your Answer : 72°
__________________________
let the constant ratio be ' x '
now Angels a, b = 2x , 3x
2x+ 3x = 180°
5x= 180°
x = 36°
now , angle a = 2x = 2×36 = 72 °
angle b = 3x = 3× 36 = 108°
angle c = 180 - angle b
angle c = 180 - 108° = 72°
__________________________
Your Answer : 72°
__________________________
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