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What is the area of 20 acres?
20 acres comprises 871,200 square feet.
How many feet per minute equals 20 miles per hour?
There are 5280 feet in one mile. Therefore, 20 miles per hour is equal to 20 x 5280 = 105600 feet per hour. Dividing this by 60 minutes in one hour gives 105600 / 60 = 1760 feet per minute.
How many acres in 220 X 440?
1 acre = 43,560 square feet = 4,840 square yards-- If the given dimensions are in feet . . . 220' x 440' = 96,800 square feet = 22/9 acres.-- If the given dimensions are in yards . . . 220yd x 440yd = 96,800 square yards = 20 acres.Check: 1/8 mile x 1/4 mile x 640 acres/mile2 = 20 acresyay!
How many acres is 60feet x 120feet?
To convert feet to acres, you need to first calculate the area in square feet by multiplying the two dimensions: 60 feet x 120 feet = 7200 square feet. Then, divide the square footage by the number of square feet in an acre, which is 43,560. So, 7200 square feet / 43,560 square feet per acre = 0.165 acres. Therefore, 60 feet x 120 feet is equal to 0.165 acres.
How many feet around a 20 acre rectangle?
There is no definitive answer for this question. There are actually an infinite number of valid answers, depending completely on the proportions of the 20-acre rectangle.The shortest possible distance around a 20-acre rectangle is 3,733.52 feet; in this case the rectangle is actually a square that is 933.38 feet on a side. Every other possible rectangle would have a longer circumference.ExamplesA rectangle that measures 500 feet by 1,742.4 feet would enclose 20 acres; it would have a circumference of 4,484.8 feet.A rectangle that measures 200 feet by 4,356 feet would enclose 20 acres; it would have a circumference of 9,112 feet.A rectangle that measures 50 feet by 17,424 feet would enclose 20 acres; it would have a circumference of 34,948 feet.As these examples illustrate, the distance around the 20-acre rectangle increases dramatically as the rectangle becomes farther from square. In fact, the upper limit of the circumference would be defined as "approaches infinity" as the short sides of the rectangle approach zero in length.
