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If you mean a circle of diameter 135 feet, the area is Pi x 1352/4 = 14315.7 sq ft

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How many square feet are in a sixteen foot radius?

To find the area of a circle with a sixteen-foot radius, use the formula A = πr², where r is the radius. Plugging in the radius, A = π(16)² = π(256) ≈ 804.25 square feet. Therefore, a circle with a sixteen-foot radius has an area of approximately 804.25 square feet.


How many square feet in a 7.5 ft circle?

To find the area of a circle, you can use the formula ( A = \pi r^2 ). For a circle with a radius of 7.5 feet, the area would be ( A = \pi (7.5)^2 ), which is approximately ( 176.71 ) square feet. Therefore, a 7.5-foot circle has about 176.71 square feet of area.


How many acres is in 600 foot radius?

1 acre = 43,560 square feet.Area of a circle = (pi) (radius)2If the question refers to a circular area with 600-ft radius, its area is(pi) (600)2 = (360,000 pi) square ft.= (360,000 pi) / 43,560 = 25.9636 acres (rounded)


How many square feet in a 40ft circumference circle?

Approximately 127.32 square feet.


How many acres in circle with a 6 mile radius?

That depends on the shape of the area. So we don't get confused, I want to differentiate the two separate meanings of the word "area" used here. One means a bounded piece of land, and I will call that a "plot". The other is the mathematical measure of the size of a bounded piece of land expressed in square units, and I will refer to that as "area". If the plot is a rectangle 1 foot wide and 1,583 feet long, the area is 1,583 square feet, or approximately 0.036 acres. If the plot is a rectangle 100 feet by 1,484 feet, the area is 148,400 square feet, or about 3.41 acres. If the plot is a 792-foot square, the area is 627,264 square feet, or 14.4 acres. If the plot is a perfect circle with a radius of approximately 504.2 feet, the area is approximately 798,648 square feet, or approximately 18.33 acres. This is the largest possible area for a plot with a circumference of 0.6 miles. There is, of course, an infinite number of shapes this plot can take, so it is impossible to determine the area without knowing the shape of the plot.