The point of concurrency that always lies on the interior of a triangle is to be considered as the incenter.
Here the incenter refer to the concurrency point of the angle bisectors with respect to all of the interior angle.
Here, the point where three angle bisectors of the angles of the triangle should be met out is called as the incenter.
Also, the incenter should always be lies within the triangle.
Therefore, the option c is correct.
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