Convert everything to feet, or to inches, then multiply by pi, approximately equal to 3.1416.
Convert everything to feet, or to inches, then multiply by pi, approximately equal to 3.1416.
Convert everything to feet, or to inches, then multiply by pi, approximately equal to 3.1416.
Convert everything to feet, or to inches, then multiply by pi, approximately equal to 3.1416.
A circle that is 4 feet 6 inches in diameter has an area of: 15.904 square feet.
A 45-foot diameter circle has an area of 1,590.4 square feet.
The diameter is 4.222 feet.
50.26548245743669 inches or feet or meters because the question did not state what measurement was used.
A circle with an 8-inch diameter has a perimeter of 25.1 inches.
The area of a circle with the diameter of 28 inches is: 615.8 square inches OR 4.28 square feet.
The area of a circle with diameter of 24 inches is: 452.4 square inches OR 3.1416 square feet (Pi).
A circle that is 4 feet 6 inches in diameter has an area of: 15.904 square feet.
A circle with a diameter of 300 inches has an area of 490.87 square feet.
The area of a circle with a diameter of 8 feet is: 50.27 square feet.
The area of a circle that has a diameter of four feet is: about 12.57 square feet.
A circle with a diameter of 6 feet has an area of 28.27 square feet.
The area of a circle, if the diameter is 4.3 feet, is: 14.52 square feet.
A circle with a diameter of 14 feet 9 inches has an area of: 170.87 square feet.
The area of a circle is pi × r2. pi = 3.141592653589793 5 feet = 60 inches. The radius is half the diameter so the radius is 30 inches. If you plug 30 inches into the formula you get the answer of 2827.4333882308138 inches for the area of the circle.
The area of a circle with a diameter of 26 feet is: 530.9 square feet.
To find the area of a circle, you can use the formula A = πr^2, where A is the area and r is the radius. Since the diameter is 32 feet, the radius would be half of that, which is 16 feet. Plugging this into the formula, the area of the circle would be A = π(16)^2 = 256π square feet.