An acre is 43560 square feet. If I did the math correctly you have .6575797 of an acre. Check out this web site for math help. http://www.mathgoodies.com/lessons/vol2/circle_area.html
Any value greater than or equal to 7934.102 feet. The most compact shape would be a circular plot with radius 1262.752 feet and that would give a circumference (or perimeter) of 7934.102 feet. By flattening the circle you can increase the perimeter without limit. Similarly, 115 acres could be a square plot with sides of 2238.169 feet, giving the minimum perimeter (for a quadrilateral) of 8952.676 feet. But you could consider a rectangular plot of 22381.69 ft * 223.8169 ft with a perimeter of 45211.01 feet or 223816.9 ft * 22.38169 ft giving a perimeter of 447678.5 ft. or 2238169 ft * 2.238169 ft and a perimeter of 4476342 ft. etc.
A plot of land can be different sizes. I have had an acre plot, and a quarter of an acre plot. So they can be different.
An acre is 43560 square feet, so 30 acres would be 1,306,800 square feet. The square root of 1,306,800 square feet is 1,143.153533 feet. So a square plot of land of 30 acres would measure 1,143 feet, 2 inches on each side. By the way, it would be very unusual to find a 30-acre square plot of land. Land is usually divided into 10-acre squares measuring 660 feet on a side. So a 30-acre plot of land would likely be a rectangle measuring 660x1980 feet.
Assuming that three lengths indicate the plot of land is triangular, the area is 3550 square feet.
It depends on the dimensions of the plot: 50 METRES by 100 METRES, or 50 yards by 100 yards or 50 feet by 100 feet.
Approximately 1,719.27 feet, assuming the plot is perfectly circular.
the space station
one plot is how many square feet
Whats gucci
A little over 1646 yards
Depends on the shape of the acreage. An acre is 4840 square yards, so 330 acres is 1597200 square yards. If your plot is square then the perimeter is just over 5055 yards ie 15165 feet. If your plot is circular, then 1597200 = pi x the square of the radius, which gives a radius of 713 yards so the circumference would be pi x 1426 x 3 ie 13440 feet
Any value greater than or equal to 7934.102 feet. The most compact shape would be a circular plot with radius 1262.752 feet and that would give a circumference (or perimeter) of 7934.102 feet. By flattening the circle you can increase the perimeter without limit. Similarly, 115 acres could be a square plot with sides of 2238.169 feet, giving the minimum perimeter (for a quadrilateral) of 8952.676 feet. But you could consider a rectangular plot of 22381.69 ft * 223.8169 ft with a perimeter of 45211.01 feet or 223816.9 ft * 22.38169 ft giving a perimeter of 447678.5 ft. or 2238169 ft * 2.238169 ft and a perimeter of 4476342 ft. etc.
The fertilizer will cover a square plot 20 feet by 20 feet.
A plot of land can be different sizes. I have had an acre plot, and a quarter of an acre plot. So they can be different.
There is no fixed size for a plot of land.
Circumference of a circle = (pi) x diameter of the circle therefore,pi = Circumference/diameter or plot a graph of circumference against diameter using many circles and the slope of the line on the graph would be equal to pi.
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.