Answer:
AP is not congruent to PB
Explanation:
If CP were a perpendicular bisector of AB, a couple of conditions would be true:
- CP would be perpendicular to AB (which it is)
- CP would bisect AB (which it does not)
If CP were to bisect AB, then point P would be the midpoint of AB, and you would have AP ≅ PB. Segments marked congruent in the diagram would include both AP and PB. (If CP were also perpendicular to AB, then C would be equidistant from A and B.)
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The fact that CP is congruent to PB has no meaning in this context. It is only marked that way for the purpose of creating confusion.