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18.03024 acres

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Q: How many acres are in a 500 ft radius?
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Related questions

How many acres is 1968 ft radius?

It is 279 acres.


How many acres is 200 ft by 500 ft?

2 acres and 12880ft2


How many acres is 400 feet wide by 500 feet wide?

Answer: 90,000 ft² = 2.06611 acres.


How many acres are in a circle 500 feet in diameter?

4.50756522 acres, so 4 whole acres with a remainder of 22,109 ft.


How many acres are in a 1000 ft radius?

Circle with 1000 ft radius: Area = pi*(radius^2) So 3.14159265 * (1000 ft)2 = 3141592.65 square feet Convert square feet to acres: 1 acre = 43560 square feet. 3141592.65 square feet / (43560 square feet/acre) = 72.1210434 acres.


How many acres is 500 ft by 1000 ft?

One acre is 43,560 square feet. The conversion would be 1.72 acres.


How many acres in 360 feets x 500?

4.13 acres 1 acre = 43560 sq. ft. 360 * 500 =180000 180000 / 43560 = 4.13


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)


What is 250 feet width 500 feet length into acres?

Answer: 125,000 ft² = 2.86960 acres


How many acres in 160000 sq ft?

1.171 acres.


How many feet deep is a twenty five acre parcel if it is 500 feet wide?

One acre = 43560 sq ft.... 25 acres = 1,089,000 sq ft / 500 feet = 2,178 ft.


How many acres in a parcel of land 4000 feet perimeter?

A perimeter is not enough to determine the area. A 4000 ft perimeter could be a circular shape with radius giving an area of 1,273,000 sq ft (approx) = 29.23 acres. It could be a 1000 ft * 1000 ft square with an area of 1,000,000 sq ft = 22.96 acres or a 500 ft * 1500 ft rectangle with an area of 750,000 sq ft = 17.22 acres or a 100 ft * 1900 ft rectangle with an area of 190,000 sq ft = 4.36 acres or a 10 ft * 1990 ft rectangle with an area of 19,900 sq ft = 0.46 acres or a 1 ft * 1999 ft rectangle with a n area of 1,999 sq ft = 0.05 acres or a 0.1 ft * 1999.9 ft etc. As you might guess from the above, by reducing one dimension the area of the parcel of land can be reduced without limit although the perimeter is left unchanged.