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Question

# The angles of a triangle are in the ratio 3:5:10.Then ratio of smallest to greatest side is

Hint:

### In the given triangle the ratio of the angles is given so we will find the value of angles using the sum of angles of a triangle. Now we have the smallest and the largest angle and we know that the side opposite to the angles are smallest and largest side respectively. At last, by using sine formula, we can find the ratio of the smallest and largest side

## The correct answer is:

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### If the sides of a triangle are in the ratio then greatest angle is

As the ratio of the sides is

a= x, b=y, c =

c is the largest side, so, C is the largest angle.

So, the angle of the greatest angle is 120.

a= x, b=y, c =

c is the largest side, so, C is the largest angle.

So, the angle of the greatest angle is 120.

### If the sides of a triangle are in the ratio then greatest angle is

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As the ratio of the sides is

a= x, b=y, c =

c is the largest side, so, C is the largest angle.

So, the angle of the greatest angle is 120.

a= x, b=y, c =

c is the largest side, so, C is the largest angle.

So, the angle of the greatest angle is 120.

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