Prove The sum of the interior angles of the triangle is two right angles theoretically
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Answer:
Refer to the picture:
Given,
AB is parallel to CD.
Side PQ & PR are transversal to AB&CD.
Now,
Let angleQPR = angle1
anglePQR = angle2
anglePRQ = angle3
Now,
angleAPQ = angle2(alternative interior
angle)
angleBPR = angle3(alternative interior
angle)
Now,
angleAPQ+angle1+angleBPR = 180°
(straight line)
[Replacing APQ with 1 and BPR with 3]
Or, angle2+angle1+angle3= 180°
Thus shows that the interior angle sum is equal to 180°.
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