are in the
(2) The measures of the angles of a triangle
ratio 5:6: 7. Find their measures.
Solution :
Answers
Answered by
3
Let 5x,6x and 7x be the angles of a triangle.
By angle sum property, sum of all the angles in a triangle=180
∘
⇒5x+6x+7x=180
∘
⇒18x=180
∘
∴x=
18
180
∘
=10
∘
5x=5×10
∘
=50
∘
6x=6×10
∘
=60
∘
7x=7×10
∘
=70
∘
∴ the angles 50
∘
,60
∘
and 70
∘
Answered by
0
Answer:
50°, 60° and 70°
Step-by-step explanation:
5x+6x+7x=180°
18x=180°
x=10°
so,
5x=5*10=50°
6x=6*10=60°
7x=7*10=70°
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