First, if you want someone else to help you, then you have to be better at
asking the question.
-- A "circular" tank has no volume. A "spherical" tank probably has.
-- If the top or bottom of the tank is circular, that still doesn't tell us the shape
of the sides, so we wouldn't know how to handle it.
-- "Sq ft" can not be a unit of volume. No matter what you do to a volume,
how you convert it, rationalize it, normalize it, or estimate it, you can never
tell a volume in square feet. It has to be "cubic" something, and that's a lot
different.
Here's a factoid concerning the volume of some round things. We have no way
to know whether this will help at all with the tank you're talking about:
If the tank is a sphere, and the radius of the sphere is ' R ' feet,
then the volume of the tank is
(4/3) (pi) R3 cubic feet
= roughly 4.1888 R3 cubic feet.
If the tank is a right circular cylinder, as may be implied by the question, the volume is the product of pi, the square of the radius (half the diameter) and the height. This number is about 4.5 X 103 cubic feet, to the justified number of significant digits.
21
the volume of the storage tank is 21,195 ft.3 (pi times radius2)times height.
A right circular cone with a base radius of 3 ft and a height of 9 ft has a volume of: 84.8 cubic feet.
The volume of a cylinder is (pi) R2 HR = the radius of the circular endH = the height (or length) of the cylinderVolume of the tank = (pi) (3)2 (6) = 54 pi = 169.646 cubic feet = 1,269 gallons . (rounded)
The volume of a right circular cylinder with a diameter of 6.8 in and a height of 2 feet is: 871.6 cubic inches.
A "16 ft tank" does not tell us it's volume.
Volume = pi*r2*h = 1696.5 cubic feet (approx).
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.
The volume of a tank is calculated by multiplying its length, width, and depth. In this case, the tank is 60ft long and 1ft deep. Therefore, the volume would be 60 ft * 1 ft = 60 cubic feet.
Volume of tank is needed. Let's assume volume of tank = V ft^3 Rate of pump = 100/0.5 ft^3/hr = 200 ft^3/hr To solve for time: V ft^3 X hr/200 ft^3 = T hr
you need to use the formula for volume which is V = πr2h, where r is the radius of the tank and h is the height.