The volume is 23,430 cubic inches which would require 101.4 gallons to fill.
Volume of a sphere in cubic units = 4/3piradius cubed
As you did not specify a depth, I can not provide an answer.
Simple 3x14=42cubic inches so at a rate of 9cubic inches per minute. 42ci/9ci/m=4.7m then you multiply 4.7 by 60 to convert to seconds as it is the standard form for most physics. 4.7x60=282s so it would take 282 seconds to fill the cylinder
216 are.
There is about 11 gallons in 1.5 cubic feet so you can completely fill three 3 gallon pots.
885 gallons.
It will take 5,104.1 gallons of water to fill this cylinder.
Exactly 35.2332 gallons, but 36 to be safe.
29.45 cubic feet or 183.45 US gallons.
Volume = (pi) R2 L = (pi) (30)2 (12) = 10,800 pi = 33,929.2 cubic inches = 146.88 gallons (rounded)
The total volume of punch that can fill 100 cups with heights of 3.6 inches and circular bases of 2 inches in diameter, in the shape of a cone is: 377 cubic inches. (about 1.63 gallons of punch)
231 cubic inches = 1 gallon. To find out how many gallons will fill the tank, you must multiply the area of the tank by the depth to find the volume and then divide by 231 to figure how many gallons will fill it: volume of 41 inch dia by 93 inch depth = 122,783.93 cubic inches divided by 231 = 531.532 gallons. PS: I assumed the 41 inches diameter is the inside diameter. If it is the outside diameter, the thickeness of the walls need to be subtracted in order to find the inside diameter for a better calculation. The formula for Area is R (radius = half of diameter) squared X Pi (3.1416).
470.2 gallons of liquid.
615,142 gallons of water are needed to fill this cylinder.
How many gallons are required to fill a barrel of diameter 22" and height of 34"
To find the volume of a sphere with a known diameter or radius (which is half the diameter), use the following formula: Asphere = 4/3 pi r3 pi = 3.14 and r = radius For a balloon with a diameter of 12 inches, the radius is 6 inches. Taking that information to the formula, you'll get 25.133 cubic inches (in3).
Approx 642665 US gallons.