Definition of incircle in English:

incircle

nounˈɪnsəːk(ə)lˈɪnˌsərk(ə)l

Geometry

A circle inscribed in a triangle or other figure so as to touch (but not cross) each side.
Example sentencesExamples
- The three lines through the incircle and the circumcircle of triangles AIB, BIC, and CIA meet at a point.
- The point where the incircle and the nine point circle touch is now called the Feuerbach point.
- Rectangle is a cyclic shape with the circumcenter at the intersection of the diagonals, both of which are diameters of the incircle q.

nounˈɪnˌsərk(ə)lˈinˌsərk(ə)l

Geometry

A circle inscribed in a triangle or other figure so as to touch (but not cross) each side.
Example sentencesExamples
- Rectangle is a cyclic shape with the circumcenter at the intersection of the diagonals, both of which are diameters of the incircle q.
- The point where the incircle and the nine point circle touch is now called the Feuerbach point.
- The three lines through the incircle and the circumcircle of triangles AIB, BIC, and CIA meet at a point.

单词	incircle
释义	Definition of incircle in English: incircle nounˈɪnsəːk(ə)lˈɪnˌsərk(ə)l Geometry A circle inscribed in a triangle or other figure so as to touch (but not cross) each side. Example sentencesExamples The three lines through the incircle and the circumcircle of triangles AIB, BIC, and CIA meet at a point. The point where the incircle and the nine point circle touch is now called the Feuerbach point. Rectangle is a cyclic shape with the circumcenter at the intersection of the diagonals, both of which are diameters of the incircle q. Definition of incircle in US English: incircle nounˈɪnˌsərk(ə)lˈinˌsərk(ə)l Geometry A circle inscribed in a triangle or other figure so as to touch (but not cross) each side. Example sentencesExamples Rectangle is a cyclic shape with the circumcenter at the intersection of the diagonals, both of which are diameters of the incircle q. The point where the incircle and the nine point circle touch is now called the Feuerbach point. The three lines through the incircle and the circumcircle of triangles AIB, BIC, and CIA meet at a point.
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