Question

1. examine the given figure. the circumcenter of δabc was constructed as shown. which of the following statements is true about δabc and its circumcenter? the circumcenter is equidistant from each of the sides of δabc. lines k, m, and p are perpendicular bisectors of δabc. lines k, m, and p represent the altitudes of δabc. lines k, m, and p are angle bisectors of δabc.

Explanation:

Answer:

Lines \( k,m,\) and \( p \) are perpendicular bisectors of \( \triangle ABC \).
The circumcenter is equidistant from each of the sides of \( \triangle ABC \).