Find the Angles of a triangle which are in ratio 4:5:6
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Answered by
1
Step by step explanation:
Let the angles of the triangle be 4x, 5x and 6x.
Then, by angle sum property of triangle:
4x+5x+6x=180°
15x=180°
x=180/15
x=12°
So, angles of the triangle are
4x=4×12=48°,
5x=5×12=60°
and
6x=6×12=72°
Answered by
0
Angle 1 = 4x
Angle 2 = 5x
Angle 3 = 6x
Sum of all the angles of a triangle = 180°
Therefore,
4x + 5x + 6x = 180°
.15x = 180°
.x =180/15
x=12
4x = 4×12 = 48°
5x = 5×12 = 60°
6x = 6×12 = 72°
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