For a parking lot to have 3 measurements, it must be an unusual shape. We would need more information to figure the square footage.
That depends on the shape of the running track.
You don't. Its cubinc footage, not square footage.
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The square footage of a lot measuring 81x180x113x180 is 20,340 square feet. Square footage is found by multiplying the length by the width of an area.
it depends on the shape of the stone
The square footage of a 25,000 gallon pool depends on the shape of the pool. To determine the square footage multiply the floor width with the floor length. Multiply the length by the height of the walls for each wall. Add all these numbers together to get the square footage.
The square footage of an object that is 26' X 11' is 286. The object with these particular dimensions would be in a rectangular shape and be the equivalent of an American parking spot.
For a parking lot to have 3 measurements, it must be an unusual shape. We would need more information to figure the square footage.
That depends on the shape of the running track.
It depends on what kind of shape it is. if it is a triangle, cut the shape in to two triangles, then find the square foot, if it is a quatrilateral, do the same thing.
You don't. Its cubinc footage, not square footage.
In order to get the square footage you need to take 13' times 15' and you will get the square footage
It is not possible to answer the question. The fact that there are four lengths suggests that the lot is a shape in 4-dimensional hyperspace. In that case I not sure that a meaningful measure of the total square footage can be given. Al alternative is that these are the measures of the four sides of a quadrilateral. A quadrilateral is not a rigid shape. It can be flexed through infinitely many shapes - from a thin long shape to a near rectangle and the area will vary hugely according to the shape. It is, therefore. not possible to calculate the square footage.
You can find the square footage of any shape, including a dome, by taking a few measurements in relation to its base. The base of any dome is typically a circle, and because of this, the measurement you must take to find the square footage is the radius.
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The square footage of Missouri is 368,063,520 feet