depends on how deep you want the nuggets.
at 2" (or .17ft) thick:
12 x 16 = 192 sq ft area
192 sq ft x .17ft thick = 32.64 cu ft
32.64 cu ft / 2 cu ft = about 17 bags.
5 and a bit ;)
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.
To determine how many 50 lb bags of sand are needed to cover a 15-foot round area, first calculate the area of the circle using the formula ( A = \pi r^2 ). The radius ( r ) is 7.5 feet, so the area is approximately 176.71 square feet. If you assume a depth of 1 inch for the sand, you will need about 0.5 cubic yards of sand, which is roughly 13-14 bags of 50 lb sand, depending on the sand's density and compaction.
1 ft = 12 in → 1 in = 1/12 ft Volume required to cover is 90 sq ft × 1 in = 90 sq ft × 1/12 ft = 7.5 cu ft → number of bags = 7.5 cu ft ÷ 0.8 cu ft/bag = 9.375 bags → you need to buy 10 bags
The volume of 36ft2 to a depth of 6" = 1/2ft is 36ft2 x 1/2ft = 18ft3. Each bag contains 5ft3 so 18/5 = 3.6 bags are needed to cover the area, so 4 bags would have to be purchased, with 2/5 bag left over.
It will cover about 8 sq.feet if you spread it one inch thick.
5 and a bit ;)
It would take roughly 66 bags to cover a 200 square ft area 2 inches thick
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.
To determine how many bags of mulch you need, first calculate the area you want to cover by multiplying the length by the width (in feet) to get square footage. Then, decide on the depth of mulch you want, typically 2-3 inches. Most bags cover about 2 cubic feet; use this information to convert your total area and desired depth into cubic feet and divide by the coverage of each bag to find the total number of bags needed. Always round up to account for settling and any miscalculations.
To determine how many 50 lb bags of sand are needed to cover a 15-foot round area, first calculate the area of the circle using the formula ( A = \pi r^2 ). The radius ( r ) is 7.5 feet, so the area is approximately 176.71 square feet. If you assume a depth of 1 inch for the sand, you will need about 0.5 cubic yards of sand, which is roughly 13-14 bags of 50 lb sand, depending on the sand's density and compaction.
You need to know the size of lawn, and the grass seed bags will tell you how much area they cover.
1 ft = 12 in → 1 in = 1/12 ft Volume required to cover is 90 sq ft × 1 in = 90 sq ft × 1/12 ft = 7.5 cu ft → number of bags = 7.5 cu ft ÷ 0.8 cu ft/bag = 9.375 bags → you need to buy 10 bags
The volume of 36ft2 to a depth of 6" = 1/2ft is 36ft2 x 1/2ft = 18ft3. Each bag contains 5ft3 so 18/5 = 3.6 bags are needed to cover the area, so 4 bags would have to be purchased, with 2/5 bag left over.
Each bag will cover about 16 metres square.
10 bags will give you 6'2/3", seven bags will give you 11 bags will give you 7'1/3". Each bag is 2/3 cu feet.
15.21 cubic yards 1369 40lb bags 913 60lb bags and only 685 of the 80lb bags.