if the perpendicular bisector of a chord AB of a circle PXAQBY intersects the circle at P and Q, prove that arc PXA is congruent to arc PYB
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PAB is an isosceles triangle, because, PA = PB , (P is on perpendicular bisector). Hence, angle PAB = angle PBA.
If two arcs subtend equal angles at points on the circumference, then the arcs must be equal. Here arcs PYB & PXA subtend angle PAB = angle PBA.
proved.
If two arcs subtend equal angles at points on the circumference, then the arcs must be equal. Here arcs PYB & PXA subtend angle PAB = angle PBA.
proved.
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