There is insufficient information for us to answer this question. Please edit the question to include more context or relevant information. The volume of an object is a 3-dimensional concept. By stating that it is a rectangular tank you have defined two of the linear dimensions but the third is still arbitrary.
If the tank is cuboid and you have all dimensions in centimetres, multiply them together and divide by 1000 to obtain the volume in litres.
Length X Width X Depth of the tank in centimeters, divided by 1000.
It is length * width * height.
Kilogram is weight, not volume.
To calculate the pressure at the base of a rectangular water tank, use the formula ( P = \rho g h ), where ( P ) is the pressure, ( \rho ) is the density of the water (approximately 1000 kg/m³), ( g ) is the acceleration due to gravity (about 9.81 m/s²), and ( h ) is the height of the water column above the base in meters. The pressure increases linearly with depth due to the weight of the water above. Ensure that the height measurement is taken from the water surface to the base of the tank for accurate results.
Gallons in a rectangular tank =(tank's length in inches) times (tank's width in inches) times (water depth in inches) divided by (231)
To calculate the volume of water in a tank, you need to know the tank's shape and dimensions. For a rectangular tank, multiply the length, width, and height (Volume = Length × Width × Height). For a cylindrical tank, use the formula Volume = π × radius² × height. Ensure all measurements are in the same units to obtain the volume in cubic units.
To calculate the perimeter of a tank, we need to know its shape and dimensions, such as length and width for a rectangular tank or radius for a circular tank. The volume of the tank (120 liters) does not directly give us the perimeter without additional information. If you provide the shape and dimensions, I can help calculate the perimeter.
Yes, a water tank can be in the shape of a cuboid. A cuboid is a three-dimensional shape with six rectangular faces, and a water tank can have this shape for practical reasons such as efficient storage and easy installation.
A tank this size can hold a maximum of 3,590.65 US gallons of water.
WELL, The volume of the tank is 4*3*1.5=18m3. The volume of a rectangular stone is 0.15*0.1*0.08=0.0012m3. To raise the water to the top, the volume of stones that occupy the tank must be equal to the remaining space unfilled by water. That is, Volume of stones to be dropped = Volume of Tank - Volume of water in the tank. Now the Volume of water in the tank is 0.6*4*3=7.2m3. Empty space in tank = 18 - 7.2 m3 = 10.8m3. To get the number of stones to be dropped to fill this empty volume, Number of stones = Volume of empty space / volume of a stone. = 10.8 / 0.0012 = 9000.
Haunch is provided in a rectangular water tank to enhance structural stability and support. It helps distribute the hydrostatic pressure exerted by the water on the tank walls, reducing the risk of cracking or failure. Additionally, haunches can improve the tank's overall durability and resistance to deformation over time, ensuring a longer service life. This design feature is particularly important in regions with varying soil conditions or seismic activity.
Assuming that it is a tank which includes a lid, the surface area is 1300 square feet.