The center of the circle that can be circumcised about a scalene triangle is located by constructing the
a)medians of the triangle
b)altitudes of the triangle
c)perpendicular bisectors of the side of the triangle
d)angle bisectors of the triangles

Each side of the triangle is a chord of the circumcircle. The center of a circle is at the meeting point of the perpendicular bisectors of chords of the circle.

The center of the circumcircle is located where the perpendicular bisectors of the sides meet.

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The center of the circle that can be circumcised about a scalene triangle is located by constructing the a)medians of the triangle b)altitudes of the triangle c)perpendicular bisectors of the side of the triangle d)angle bisectors of the triangles

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The center of the circle that can be circumcised about a scalene triangle is located by constructing the
a)medians of the triangle
b)altitudes of the triangle
c)perpendicular bisectors of the side of the triangle
d)angle bisectors of the triangles