In any triangle, the sum of the 3 angles is 180 degree or 2 right angles. That is if A,Band C are the vertices of the triange, then
angle A+B+C =180 degree or 2 right angles.
If And B are supplementary, then A+B =180 degree. So C = 0.
This is a case, when AB is a line segment and the expected side from A and and the line from B wont meet at any finite distance ,or are parallel, or meet at a distance infinitely away at C.. So there is no regular triangle formation with the condition given.
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