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[Music] hello today we are going to learn how to draw the inscribed circle of a given triangle by locating the in centre point the in centre point is one of the four notable points of a triangle the in center is the center point of a circle which is inscribed in the triangle it is located at the intersection point of the angular bisectors of each of the three angles of the triangle so now to locate this point we are going to work out the angular bisectors of angles a B and C of the given triangle so first of all setting our compass to a certain radius we set it on angle B and we scribe an arc until it cuts the line segment BC and VA as shown here and now with the same radius we set our compass on the intersection previous intersection point and we scribe another arc as can be seen here and now setting the compass on the other intersection point we scribe another act to intersect our previously drawn arc so now to complete our angular bisector we draw a line from vertex B through this
