Question Find the coordinates of the circumcenter of the triangle with the given vertices. A(0, 0), B(0, 8), C(6, 0)

x =3 and y = 4 , these two perpendicular bisectors will come together. These are the triangle’s circumcenter’s coordinates. What is perpendicular in triangle? The sides of a triangle are divided into two equal portions by the perpendicular, which is parallel to the sides drawn from the opposing vertices. The circumcenter of a triangle is the location where the three perpendicular bisectors of the triangle meet. A(0, 0), B(0, 8), C(6, 0) Circumcenter , P(x,y) AP = BP = CP AP² = BP² (x – 0 )² + ( y – 8 )² = ( x- 0)² + ( y – 0 )² x² + y² + 64 – 16y = x² + y² 64 – 16y = 0 16y = 64 y = 4 BP = CP BP² = CP² (x – 0)² + ( y- 0 )² = ( x- 6)² + ( y – 0)² x² + y² = x² 36 – 12x + y² 36 – 12x = 0 12x = 36 x = 3 Learn more about perpendicular in triangle brainly.com/question/26331644 #SPJ4 Log in to Reply

perpendicularbisectors will come together. These are the triangle’s circumcenter’s coordinates.What is perpendicular in triangle?perpendicular, which is parallel to the sides drawn from the opposing vertices.circumcenterof a triangle is the location where the three perpendicular bisectors of the triangle meet.perpendicular in trianglebrainly.com/question/26331644