prove that if a side of a triangle is produced then the exterior angle so formed is equal to the sum of the two interior opposite angles
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let's take an equilateral triangle
in which
angleA=angleB =angleC
produce AC to an exterior angle D
exterior angle= 180°( AC is a straight line so linear =180°)-60°(angleC)
exterior angle=180°-60°=120°
120°=60°(angle A)+60°(angleB)
120°=120°
hence
v can conclude that an exterior angle =sum of two interior opposite sngles
in which
angleA=angleB =angleC
produce AC to an exterior angle D
exterior angle= 180°( AC is a straight line so linear =180°)-60°(angleC)
exterior angle=180°-60°=120°
120°=60°(angle A)+60°(angleB)
120°=120°
hence
v can conclude that an exterior angle =sum of two interior opposite sngles
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