1. Tardigrade
  2. Question
  3. Mathematics
  4. A rectangle is inscribed in a circle. Arrange the given steps in correct order to find the area of the circle, if the area of the rectangle is AR and one of its sides is r. (A) Find the diagonal of the rectangle. (B) Diagonal of the rectangle inscribed is equal to the diameter of the circle. (C) Recall the formula for area of a rectangle. (D) The other side of the rectangle is (A R /r). (E) Recall the formula for area of circle when diameter is given.

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Q. A rectangle is inscribed in a circle. Arrange the given steps in correct order to find the area of the circle, if the area of the rectangle is $AR$ and one of its sides is $r$.
(A) Find the diagonal of the rectangle.
(B) Diagonal of the rectangle inscribed is equal to the diameter of the circle.
(C) Recall the formula for area of a rectangle.
(D) The other side of the rectangle is $\frac{A_{ R }}{r}$.
(E) Recall the formula for area of circle when diameter is given.

Mensuration

Solution:

CDABE is the required sequential order