Cylinder tank: Volume=(pi)*(radius)^2*(height)= about 25.12 cubic feet
rectangular prism tank= (width)*(length)*(depth)= 16 cubic feet
The volume of the pool is 2,290.2 cu ft and has a maximum capacity of 17,133.2 gallons of water.
21.206 cubic feet.
Volume = 1240.5 = 24 cubic feet is needed
To calculate the volume of gravel needed, first convert the dimensions to feet: 36 inches is 3 feet deep, and 16 inches is approximately 1.33 feet wide. The volume can be calculated using the formula for volume: length × width × depth. Therefore, the volume is 5,500 feet × 1.33 feet × 3 feet, which equals approximately 21,915 cubic feet of gravel needed to fill the ditch.
volume of soil needed = 38*5*1=190sq ft .12" = 1 feet
The volume of the pool is 2,290.2 cu ft and has a maximum capacity of 17,133.2 gallons of water.
21.206 cubic feet.
Volume = 1240.5 = 24 cubic feet is needed
To calculate the volume of gravel needed, first convert the dimensions to feet: 36 inches is 3 feet deep, and 16 inches is approximately 1.33 feet wide. The volume can be calculated using the formula for volume: length × width × depth. Therefore, the volume is 5,500 feet × 1.33 feet × 3 feet, which equals approximately 21,915 cubic feet of gravel needed to fill the ditch.
volume of soil needed = 38*5*1=190sq ft .12" = 1 feet
To calculate the volume of water needed to fill an area that is 8 feet by 8 feet and 3 feet deep, use the formula for volume: length × width × height. This results in 8 ft × 8 ft × 3 ft = 192 cubic feet. Since there are 7.48 gallons in a cubic foot, you would need approximately 1,436 gallons of water (192 cubic feet × 7.48 gallons/cubic foot) to fill the space.
The volume of an area 24 feet round and 45 inches deep is: 1,700 cubic feet.
If the pool is 8 feet in the deep end and 3 feet in the shallow end, the total volume will be about 38,507 gallons of water.
To calculate the volume of water in a 150-acre lake that is 20 feet deep, first convert acres to square feet (1 acre = 43,560 square feet). Therefore, 150 acres is 6,534,000 square feet. The volume in cubic feet is then 6,534,000 square feet multiplied by 20 feet, equaling 130,680,000 cubic feet. Since there are approximately 7.48 gallons in a cubic foot, the total volume in gallons is about 975,840,000 gallons.
To calculate the volume of concrete needed, use the formula for volume: length × width × depth. In this case, convert the dimensions to feet: 80 feet long, 40 feet wide, and 0.5 feet deep (6 inches). Therefore, the volume is 80 × 40 × 0.5 = 1,600 cubic feet. You would need 1,600 cubic feet of concrete for the project.
A round pool with these dimensions and 4.5 feet deep has a volume of 265,500 gallons of water.
To calculate the volume of soil needed to fill the well, you can use the formula for the volume of a cylinder: V = πr^2h, where r is the radius (half the diameter) and h is the height. In this case, the radius is 2 feet and the height is 32 feet. Therefore, the volume of soil needed would be approximately 804.25 cubic feet.