To convert the weight of the sand into a volume and find out how much you need you would need to know the density of the sand as the more dense it is the less sand there will be in a 50lb bag and the more bags you would then need to fill the yard
4.4 bags for each 1-foot deep. 2.2 bags for each 6-inches deep. Each 5-ft3 bag will cover the area to 2.72 inches deep.
3 inches = 1/4 footVolume = 82 x 1/4 = 20.5 cubic feetIf you're buying 5-cubic-foot bags, then these are your choices:-- Buy 4 bags, and leave the job 2.5% incomplete. (Cover is only 2.93" deep, not 3".)-- Buy 5 bags, and use only 10% of the 5th one.-- Spread all 5 bags, and wind up with the 82 square feet covered 3.66 inches deep.
It depends on the volume of the bag and how deep you want the gravel to be.
I presume the 6 mean 6 inches, so 1/2 ft. The volume of the garden is 4.5 cu ft. So you will need between 2 and 3 bags.
It depends on how deep it is. If it is 6 inches deep, you will need 77 yards.
You would need 31, 80 pound bags to cover 1 cubic yard at 4 inches deep. If you would like the depth to be 6 inches, 45 bags would be needed.
4.4 bags for each 1-foot deep. 2.2 bags for each 6-inches deep. Each 5-ft3 bag will cover the area to 2.72 inches deep.
16 bags for every 3 inches deep
12.3 bags for every 2 inches deep. (rounded)
To determine how many 80 lb bags are needed, first calculate the volume of the pad in cubic inches: 58 inches x 42 inches x 3 inches = 7,296 cubic inches. Since there are 1,728 cubic inches in a cubic foot, the volume in cubic feet is 7,296 ÷ 1,728 ≈ 4.22 cubic feet. Typically, one 80 lb bag of concrete covers about 0.6 cubic feet, so you would need about 4.22 ÷ 0.6 ≈ 7.03 bags. Therefore, you would need 8 bags to ensure you have enough material.
3 inches = 1/4 footVolume = 82 x 1/4 = 20.5 cubic feetIf you're buying 5-cubic-foot bags, then these are your choices:-- Buy 4 bags, and leave the job 2.5% incomplete. (Cover is only 2.93" deep, not 3".)-- Buy 5 bags, and use only 10% of the 5th one.-- Spread all 5 bags, and wind up with the 82 square feet covered 3.66 inches deep.
To determine how many bags of sand are needed for a 10 x 10-foot patio that is 2 inches deep, first calculate the volume of sand required. The area is 100 square feet, and the depth in feet is 2 inches (which is 1/6 feet). Therefore, the volume is 100 x (1/6) = approximately 16.67 cubic feet. If a standard bag of sand covers about 0.5 cubic feet, you would need roughly 34 bags of sand (16.67 / 0.5 = 33.34).
It depends on the volume of the bag and how deep you want the gravel to be.
I presume the 6 mean 6 inches, so 1/2 ft. The volume of the garden is 4.5 cu ft. So you will need between 2 and 3 bags.
To calculate the number of 80-pound bags of ready-mix concrete needed for a 22 square foot area at 4 inches deep, first, determine the volume in cubic feet. The volume is 22 sq ft × (4/12) ft = 7.33 cubic feet. An 80-pound bag of concrete typically yields about 0.6 cubic feet. Therefore, you would need approximately 12-13 bags (7.33 / 0.6 ≈ 12.22).
About a ton.
There is no way to answer that without knowing how deep the concrete will be.