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To calculate the amount of soil needed, you multiply the area by the desired depth. In this case, you have 9300 square feet and want a depth of 12 inches. Convert the depth to feet (12 inches = 1 foot) and multiply: 9300 square feet x 1 foot = 9300 cubic feet of soil. So, you need 9300 cubic feet of soil to cover the area with a depth of 12 inches.
378000 Cubic inches.
810 cm is 26 feet 6.9 inches.
The measúre of length in inches cannot be converted to the area in square feet. There are 144 square inches in a square foor, so 27 * 144 = 3888 square inches.
6 foot 5 inches
The 'square feet' of area that it covers is 1,620/(depth of the mulch, in inches)
To calculate the amount of soil needed, you multiply the area by the desired depth. In this case, you have 9300 square feet and want a depth of 12 inches. Convert the depth to feet (12 inches = 1 foot) and multiply: 9300 square feet x 1 foot = 9300 cubic feet of soil. So, you need 9300 cubic feet of soil to cover the area with a depth of 12 inches.
However much you want. By suitably varying the thickness, you could, in theory cover the surface of the earth or even a larger area.The 'square feet' of area that it covers is 324/(depth in inches)
It depends to what depth. One cubic INCH will cover 400 square feet in sandstone dust but it will be only 0.00002 inches deep!
50 pounds covers 0.5 cubic feet. Since the depth is 3 inches, or 1/4 foot, you can cover 0.5/.25 = 2 square feet of area. That is not very much.
One acre is equal to 43560 square feet, so a quarter of that is 10,890 feet. One yard of compost is 27 cubic feet, so a yard will cover three times that to a depth of four inches (one third of a foot), or 81 square feet. 10,890 divided by 81 is 134.4, so you will need 134.4 yards of compost to cover a quarter of an acre to a depth of four inches.
If it is the same as concrete it will cover 162 square feet. concrete covers 81 square feet by 4" deep
Mulch is often sold by weight in bags, but a volume is assigned to the material in bags, too. We'll treat this as a volume problem as we have an area to cover (880 square feet), and a depth of coverage assigned (2 inches). We have to find the volume of that 880 square feet by 2 inch volume. First, we need to convert either the area in square feet to square inches, or the depth in inches to feet. The latter makes more sense (and it's easier), so let's do that.The 2 inches is 2/12ths of a foot, or 1/6th of a foot. We'll go with that. If we have 880 square feet by 1/6th of a foot in depth, we have 880 square feet times 1/6 feet, which is 146 2/3rds cubic feet of mulch, the required amount of mulch to cover the given area to the desired depth.
1 cubic yard equals 27 cubic feet. At a six inch depth 1 cubic foot will cover 2 square feet, so 27 cubic feet will cover 54 square feet.
The answer depends on the depth to which the area is covered.
192
It will take 29.55 sq feet to cover it.