Four congruent circles of centers A, B, C, and D intersect as shown. P is
a point on the circle D and chord PF cuts the circle B at H. Prove that AH
and PB are congruent.

Geometry Problems

Ten problems: 1401-1410

Visual Index

Open Problems

All Problems

Circle

Intersecting Circles

Congruence

Collinear Points

Equilateral Triangle

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