Question: Proving the First Case of the Inscribed Angle Theorem Given AB is the diameter of a circle and is one side of the angle that

 Proving the First Case of the Inscribed Angle Theorem Given AB

is the diameter of a circle and is one side of the

Proving the First Case of the Inscribed Angle Theorem Given AB is the diameter of a circle and is one side of the angle that intercepts AC Prove mzABC is half the measure of AC 180 2x B You can draw line segment CD by the unique Since the triangle isl x D Triangle BCD is isosceles since BD and CD are both circle and all radii of a given circle are congruent EFO x A postulate of the its base angles are congruent

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