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Question
⊙p is ___________________ \triangle abc
In the diagram, point \( P \) is the center of the circle passing through vertices \( A \), \( B \), and \( C \) of \( \triangle ABC \). A circle passing through all three vertices of a triangle is called the circumcircle (or circumscribed circle) of the triangle, and its center is the circumcenter. Since \( PA = PB = PC \) (indicated by the tick marks, meaning they are radii), \( \odot P \) passes through \( A \), \( B \), \( C \), so it is the circumcircle of \( \triangle ABC \).
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