Question

a gardener is planning a circular garden with a square flower bed. she follows the steps for constructing a square inscribed in a circle. what does he/she know about the relationship between the square and the circle?
o the area of the square is greater than the area of the circle
o the squares diagonal is equal to the circles diameter
o the squares side length is equal to half of the circles radius
o the circles radius is double the squares side length

Explanation:

When a square is inscribed in a circle, the diameter of the circle is equal to the diagonal of the square. The area of the circle is always greater than the area of the inscribed square. The side - length of the square is not half of the circle's radius, and the circle's radius is not double the square's side - length.

Answer:

the square's diagonal is equal to the circle's diameter