Question

If a rectangle is a circumscribing a circle then prove that it is circle

answer to be brainlist

Answer 1

i think this will help

every rectangle can be inscribed in a unique circle so the key point is that the radius of the circle is R. One of the properties of a rectangle is that the diagonals bisect in the center of a rectangle, which will also be the center of the circumscribing circle.

Answer 2

One of the properties of a rectangle is that the diagonals bisect in the center of a rectangle, which will also be the center of the circumscribing circle. it can be quadrilateral , parallelogram etc