![]() ![]() ![]() On base UK, we locate Point C and create the line segment DC: ![]() To demonstrate this mathematically, we need to add a median line, which is a line drawn from an inner angle to the opposing side’s midway. Having identified the triangle’s constituents, here is the problem: how can we demonstrate that the base angles are congruent? That is the essence of the Isosceles Triangle Theorem, which is constructed as an if-then statement:
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