If the angles of triangle are in ratio 2:6:7 ehich is the smallest angle
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Let common ratio be x
Angles are 2x
6x and 7x
By angle sum property of a triangle
2x + 6x + 7x = 180°
15x = 180°
x = 180°÷ 15
x = 12°
Angles are 2×12°= 24°
6×12°= 72°
7×12°= 84°
Hence, smallest angles is 24°
Angles are 2x
6x and 7x
By angle sum property of a triangle
2x + 6x + 7x = 180°
15x = 180°
x = 180°÷ 15
x = 12°
Angles are 2×12°= 24°
6×12°= 72°
7×12°= 84°
Hence, smallest angles is 24°
Answered by
0
Let common ratio be x
Angles are 2x6x and 7x
By angle sum property of a triangle
2x + 6x + 7x = 180°
15x = 180°
x = 180°÷ 15x = 12°
Angles are 2×12°= 24°
6×12°= 72°
7×12°= 84°
Hence, smallest angles is 24°
Angles are 2x6x and 7x
By angle sum property of a triangle
2x + 6x + 7x = 180°
15x = 180°
x = 180°÷ 15x = 12°
Angles are 2×12°= 24°
6×12°= 72°
7×12°= 84°
Hence, smallest angles is 24°
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