Statement 1: The internal angle bisector...

Statement 1: The internal angle bisector of angle `C` of a triangle `A B C` with sides `A B ,A C ,` and `B C` as `y=0,3x+2y=0,` and `2x+3y+6=0` , respectively, is `5x+5y+6=0` Statement 2: The image of point `A` with respect to 5x+5y+6=0 lies on the side `B C` of the triangle.

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Statement 1: The internal angle bisector of angle C of a triangle ABC with sides AB,AC, and BC as y=0,3x+2y=0 and 2x+3y+6=0 ,respectively,is 5x+5y+6=0 statement 2: The image of point A with respect to 5x+5y+6=0 lies on the side BC of the triangle.

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The equations of the perpendicular bisectors of the sides A Ba n dA C of triangle A B C are x-y+5=0 and x+2y=0 , respectively. If the point A is (1,-2) , then find the equation of the line B Cdot

Statement 1: The internal angle bisector of angle `C` of a triangle `A B C` with sides `A B ,A C ,` and `B C` as `y=0,3x+2y=0,` and `2x+3y+6=0` , respectively, is `5x+5y+6=0` Statement 2: The image of point `A` with respect to 5x+5y+6=0 lies on the side `B C` of the triangle.

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