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When line PQ bisects angle APQ, it divides the angle into two equal parts, meaning the measure of angle APQ is split into two angles of equal measure. Geometrically, this results in the two angles formed (let's call them ∠APQ and ∠PQR) being congruent. Visually, if you were to draw a line from point P to point Q, it would create two angles on either side of line PQ that are identical in size. This property is fundamental in various geometric constructions and proofs.

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2mo ago

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