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.
The answer will depend on the depth to which the area is covered.
Cannot be answered with only these measurements. For a rectangular pool, the length, width and depth are needed. For a round pool, the diameter and depth are needed.
Cannot be answered with only these measurements. For a rectangular pool, the length, width and depth are needed. For a round pool, the diameter and depth are needed.
Cannot be answered with only these measurements. For a rectangular pool, the length, width and depth are needed. For a round pool, the diameter and depth are needed.
Technically, none. A square foot is a measure of area whereas it is the volume of water that is required. To convert from area to volume it is necessary to know the depth. A twelfth of a cubic foot will cover an area of one square foot to a depth of 1 inch. A cubic foot will cover it to a depth of 1 foot, 100 cubic feet will cover it to a depth of 100 feet.
Approx 4.5 sq.metres at 25mm depth
The answer will depend on the depth to which the gravel is to be spread.
The answer will depend on the depth to which the area is covered.
9.26 cubic yards for every inch of depth.
Total Depth - cover
A mole of BBs would cover the state of Ohio to what depth?
50 m2 x 15 cm = 7.5 m3
You convert everything to compatible units. Then you multiply area x depth. I suggest you convert the depth to feet; in that case, the answer will be in cubic feet.
use a known volume container to measure a quantity = 200 x (the depth you want the sand).
The answer will depend on the depth of the soil cover.
length*breadth*depth of the structure=...........m3 of concrete is needed. .
There are a number of different depths for a number of different bits. The depth needed depends on the project.