about 17 yards of concrete (it's sold by the cubic yard)
1 cubic yard covers 324 square feet per inch of thickness, divide 324 by thickness in inches to get coverage, i.e. 4 inches thick would cover 324/4=81 square feet, 36 inches thick would cover (you guessed it) 9 square feet.
That depends on how DEEP you want the concrete !
To calculate the amount of concrete needed to cover an area of 22 feet by 26 feet at a depth of 4 inches, first convert the depth from inches to feet: 4 inches is approximately 0.33 feet. The volume in cubic feet is then calculated as 22 ft × 26 ft × 0.33 ft, which equals about 189.24 cubic feet. Therefore, you would need approximately 189.24 cubic feet of concrete to cover the specified area.
The number of concrete blocks that make up a foot depends on the size of the blocks. Standard concrete blocks, often referred to as cinder blocks, typically measure 16 inches long, 8 inches high, and 8 inches deep. To cover a linear foot, you would need about 0.75 of a standard 16-inch block to reach a total of one foot in length.
Spread it evenly, then leave your hands in the cement for 4-6 hours to spread excess cement.
1 cubic yard covers 324 square feet per inch of thickness, divide 324 by thickness in inches to get coverage, i.e. 4 inches thick would cover 324/4=81 square feet, 36 inches thick would cover (you guessed it) 9 square feet.
That depends on how DEEP you want the concrete !
8.25 cubic yards of concrete
To calculate the amount of concrete needed to cover an area of 22 feet by 26 feet at a depth of 4 inches, first convert the depth from inches to feet: 4 inches is approximately 0.33 feet. The volume in cubic feet is then calculated as 22 ft × 26 ft × 0.33 ft, which equals about 189.24 cubic feet. Therefore, you would need approximately 189.24 cubic feet of concrete to cover the specified area.
Depends on how thick it is. At 4 inches thick, you would nee about 5.5 cubic yards adjusting for safety. At 6 inches, you'd need about 8 cubic yards. You can play with different thicknesses with the linked concrete pad calculator.
The number of concrete blocks that make up a foot depends on the size of the blocks. Standard concrete blocks, often referred to as cinder blocks, typically measure 16 inches long, 8 inches high, and 8 inches deep. To cover a linear foot, you would need about 0.75 of a standard 16-inch block to reach a total of one foot in length.
Spread it evenly, then leave your hands in the cement for 4-6 hours to spread excess cement.
(10x16)/3 =53.3 cu ft 53.3/27=2 cu yards
One cubic yard of concrete can cover an area of approximately 81 square feet at a thickness of 4 inches. If you pour the slab at different thicknesses, the coverage area will change; for example, at 6 inches thick, one yard would cover about 54 square feet. It's important to calculate the desired thickness of your slab to determine the exact coverage area.
a yard of concrete is 3'x3'x3', so 36"x36"x36", 36 divided by 3 is 12, so you would get 12 36x36 slabs out of a yard, thats 9 square feet per slab, multiply that by 12 and you have 108 sqft
1 [cubic] yard of concrete = 3*3*3 cubic feet = 27 cubic feet. To a depth of 6 inches = 1/2 foot the 27 cu ft would cover 27/(1/2) = 54 sq feet.1 [cubic] yard of concrete = 3*3*3 cubic feet = 27 cubic feet. To a depth of 6 inches = 1/2 foot the 27 cu ft would cover 27/(1/2) = 54 sq feet.1 [cubic] yard of concrete = 3*3*3 cubic feet = 27 cubic feet. To a depth of 6 inches = 1/2 foot the 27 cu ft would cover 27/(1/2) = 54 sq feet.1 [cubic] yard of concrete = 3*3*3 cubic feet = 27 cubic feet. To a depth of 6 inches = 1/2 foot the 27 cu ft would cover 27/(1/2) = 54 sq feet.
To determine how many pounds of concrete are needed to cover 400 square feet, you first need to know the desired thickness of the concrete slab. For example, if you want a thickness of 4 inches (0.33 feet), you would calculate the volume in cubic feet: 400 sq ft x 0.33 ft = 132 cubic feet. Since one cubic foot of concrete weighs approximately 150 pounds, you would need about 19,800 pounds of concrete (132 cubic feet x 150 lbs/cubic foot).