IPA: /ˈɪnˌsɛntər/
KK: /ˈɪnˌsɛntər/
The point where the three angle bisectors of a triangle meet, which is also the center of the circle that can fit inside the triangle.
The incenter of the triangle is equidistant from all three sides.
Incenter → It is formed from "in-" (meaning within) and "center" (from Latin "centrum", meaning the middle point). The word "incenter" refers to the center point located within a geometric figure, particularly a triangle, where the angle bisectors intersect.
Think of a point that is located 'within' ('in-') the 'middle' ('center') of a shape, like a triangle. This helps you remember that an incenter is the center point inside a geometric figure.