Question

Prove that all sides of equilateral traingle are equal..​

Answer 1

$\bf\huge\underline{Question}$

Prove that all sides of equilateral traingle are equal...

$\bf\huge\underline{Answer}$

Let the angles be x

We know that, sum of all angles of an equilateral traingle is 180°

So, x + x + x = 180°

3x = 180°

x = $\dfrac{180}{3}$

x = 60°

Therefore, measure of all sides of an equilateral traingle is 60°

Therefore, all sides of an equilateral traingle are equal

Hence Proved

Answer 2

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