A =π (9inches) ^2 3.14 × (9^2) = 3.14× 81 = 254.34 square inches.
Calculate the radius of the basketball using the circumference. The circumference (C) of a circle is given by C = 2 πr. Since the circumference of the basketball is 30 inches, we have 2 πr = 30 inches. Solving for r gives usr = 30/(2π) = 4.78 inches
Calculate the area of the basketball:
A = π (4.78inches) ^2 = 3.14 × (4.78) ^ 2 = 3.14 × 22.85 = 71.75 square inchesCalculate the distance between the ball and the rim by subtracting the area of the basketball from the area of the basketball rim: 254.34 square inches - 71.75 square inches = 182.59 square inches. Therefore, the answer is 182.59 inches.
rewrite this in your own words.
1 answer
First, we found the area of the basketball by using the formula for the area of a circle. Then, we calculated the radius of the basketball using the circumference. Next, we found the area of the basketball rim. To determine the distance between the ball and the rim, we subtracted the area of the basketball from the area of the basketball rim. The final answer is 182.59 square inches.
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