Prove that bisectors of interior angles of a rectangle form a square, i e , after proving that all the - Maths - Rectilinear Figures

Question

Prove that bisectors of interior angles of a rectangle form a
square, i e , after proving that all the angles of the
quadrilateral enclosed by the bisector is 90o , prove
that all four sides are equal, as the resultant quadrilateral
before proving this can also be taken to be a rectangle

Ashish Kumar · Accepted Answer

Prove that bisectors of interior angles of a rectangle form a square, i.e., after proving that all the angles of the quadrilateral enclosed by the bisector is 90o , prove that all four sides are equal, as the resultant quadrilateral before proving this can also be taken to be a rectangle.

Prove that bisectors of interior angles of a rectangle form a square, i.e., after proving that all the angles of the quadrilateral enclosed by the bisector is 90^o , prove that all four sides are equal, as the resultant quadrilateral before proving this can also be taken to be a rectangle.