About 7 feet for a WWII light tank.
Impossible to answer ! Even given the capacity and the height - there are still more than one answer !
From the floor to the top of the tank
We don't know the height of the tank, so we don't know how deep it can be filled. The incremental capacity is: -- 61gallons 11.64ounces for every inch of depth. -- 733gallons 11.64ounces for every foot of depth.
approximately 2 ft diameter by 4 ft height, Its volume must be slightly more than 100 gallons to allow expansion in hot weather and room for vapor.
int height; print("Enter height"); height=getString();
To calculate the volume of a tank, you multiply its length, width, and height. However, the height of the tank is not provided in your question. Assuming you have a height measurement, you can use the formula: Volume = Length × Width × Height. If the height is known, simply substitute the values into the formula to find the volume.
height = 8000/pi*122
To calculate the diameter of a cylindrical oil tank, you can use the formula: diameter = 2 * square root of (volume / (pi * height)), where the volume and height of the tank are known. Input these values into the formula to find the diameter.
Yes, the pressure in a pipe draining an elevated water tank depends on both the height of the tank and the level of water in the tank. The pressure is directly related to the height difference between the water level and the point of discharge, and it decreases as the water level in the tank drops.
Impossible to answer ! Even given the capacity and the height - there are still more than one answer !
(Length of the tank, in feet) x (Width of the tank, in feet) x (Height of the tank, in feet).
I don't know the height of the tank. If the tank is 20 ft high, then there is a volume of 25 barrels per ft.
There is no standard shape for a tank, so the answer depends on the particular tank.
It depends on the length of each side and the height of the tank.
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.
It is pi*r2*h where r is the radius of the tank and h is the height of the liquid.
That depends on the extra height of your tank, its capacity and the bore of your piping.