Question

prove that on equilateral triangle is equiangular ​

Answer 1

Step-by-step explanation:

Let all the angles of the equilateral triangle be 'x'.

According to Angle Sum Property of Triangle,

x+x+x=180°

=3x=180°

=x=180/3

:.x=60°

Therefore all angles are 60°.

Hence, equilateral triangle is equiangular.

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