How to prove that each angle of an equilatrel triangle is equal to 60 degree??
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Let one angle be 'x'
Since, all angles of an equilateral triangle are Equal,hence each of its angle=x
Now,
x+x+x=180° {angle sum property of a triangle}
3x =180°
x =180°÷3
x =60°
Hence proved that all angles of an equilateral triangle are 60°
Since, all angles of an equilateral triangle are Equal,hence each of its angle=x
Now,
x+x+x=180° {angle sum property of a triangle}
3x =180°
x =180°÷3
x =60°
Hence proved that all angles of an equilateral triangle are 60°
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