One bag would cover 250 square feet to a depth of 1/125 = 0.008 feet = 0.96 inches.
1.5 divided by the volume of your bag in cubic yards. 40.5 divided by the volume of your bag in cubic feet.
1 cubic yard = 27 cubic feet = 54 half-cubic-foot bags
The number of bags in a cubic yard depends on the size of the bags being used. Typically, a cubic yard can fit around 13.5 regular-sized garbage bags with a capacity of 33-35 gallons. However, this may vary with larger or smaller bags.
The density of sand can vary, but a common value is around 1,600 kg/m^3. Assuming this density, 1 cubic meter of sand would weigh 1,600 kg. If a bag of sand typically weighs around 20 kg, you would need 80 bags of sand to fill 1 cubic meter.
Twenty-one .75 cubic foot bags equal 16 cubic feet.
It would take roughly 66 bags to cover a 200 square ft area 2 inches thick
6 It depends how deep you want it.
16 bags for every 3 inches deep
226.875
To determine how many bags of quick mix concrete are needed to cover 144 square feet, you first need to know the thickness of the concrete layer you plan to pour. For example, if you are pouring a thickness of 4 inches (0.33 feet), you would need approximately 1.33 cubic yards of concrete. Since one bag of quick mix concrete typically covers about 0.6 cubic feet, you would require around 40 bags (1.33 cubic yards equals about 36 cubic feet, and 36 divided by 0.6 equals 60 bags) to cover that area at that thickness. Adjust the number of bags based on the desired thickness.
It depends upon how deep you want it filled. For example, if you want it filled 6" deep, then the cubic feet would be 175 sq. ft X 0.5 ft. = 87.5 cubic feet. 87.5 cubic feet / 5 cubic feet/bag = 17.5 bags
To determine how many 60 lb bags of sand are needed to cover 177 square feet, you first need to know the desired depth of the sand layer. Assuming a common depth of 1 inch, you would need approximately 0.5 cubic yards of sand, which is equivalent to about 13.5 cubic feet. Since a 60 lb bag of sand typically covers around 0.5 cubic feet, you would need around 27 bags to cover 177 square feet at a 1-inch depth.
It would obviously depend on how thickly you wanted to cover the surface, and how 'tall' a single unit of pea gravel was. You would need 736 bags per foot depth.
It will cover about 8 sq.feet if you spread it one inch thick.
To cover 52 square feet with a depth of 1 inch, you first need to convert the depth to feet, which is 1/12 feet. The volume required is 52 square feet × (1/12) feet = 4.33 cubic feet. If each bag of sand covers approximately 0.5 cubic feet, you would need about 4.33 / 0.5 = 8.66 bags. Therefore, you would need 9 bags of sand, as you cannot purchase a fraction of a bag.
To determine how many bags of 60 lbs Quikrete mortar are needed to cover 344 square feet at a thickness of 3 inches, first calculate the volume required. The volume in cubic feet is 344 sq ft × (3/12) ft = 86 cubic feet. A 60 lb bag of Quikrete mortar typically covers about 0.5 cubic feet. Therefore, you would need approximately 172 bags (86 cubic feet ÷ 0.5 cubic feet per bag) to cover the area.
(33.33)/(the number of cubic feet in each bag)