First, calculate the volume of the aquarium by multiplying the height by the base measurements: (15 , \text{in} \times 9 , \text{in} \times 18 , \text{in} = 2430 , \text{in}^3). To find the number of gallons, divide the volume in cubic inches by the number of cubic inches per gallon: (2430 , \text{in}^3 \div 231 , \text{in}^3/\text{gallon} \approx 10.53). Therefore, the aquarium holds approximately 10.5 gallons of water.
A gallon is a measure of volume and that means that it normally requires three measurements: for example, length, breadth and height. The question provides only two.
-- Measure the length, width, and height of the aquarium, in inches. -- Multiply (length) x (width). -- Multiply that result by (height). -- Divide that result by 231. -- Now you have the capacity in gallons, up to the rim.
In a rectangular aquarium, multiply the length, width, and height in inches and then divide the answer by 231 to get the amount of gallons the tank can hold.
Whatever you like. By suitable choice of the height, any combination of width and length is possible.
None. A gallon is a measure of volume which requires measurements in 3 dimensions. There are only two measurements given, which means that the 24' by 52 is the area of a surface. A surface cannot hold any volume. And a stack on the surface would be of any height at all - so the volume would be indeterminate.
Hi, if length, width, and height in centimetre, then gallon measurement of the aquarium will be: 4.56489306. Thanks for reading.
A gallon is a measure of volume and that means that it normally requires three measurements: for example, length, breadth and height. The question provides only two.
To figure out that amount, what you need is the Length, Width, and Height of the 275 gallon. Then the equation if you were calculating an aquarium volume is LxWXH divided by 231 (this takes cubic inches to gallons)So, if you want to figure out how many gallons is in 1 inch of water in that 275 gallon tank, you simply apply the calculation of LxWx1 (inch) divided by 231
-- Measure the length, width, and height of the aquarium, in inches. -- Multiply (length) x (width). -- Multiply that result by (height). -- Divide that result by 231. -- Now you have the capacity in gallons, up to the rim.
A aquarium that size could hold about 50 gallons of water. Remember when stocking your aquarium that, as a rule of thumb, when keeping a freshwater aquarium you should have about one inch of fish for every two gallons until it cycles; then you can go with one inch of fish per gallon. If you plan on setting up a saltwater tank, which is much more difficult to set-up and maintain, go with 1 inch of fish for every four gallons for the first six months; then one inch of fish for every two gallons. If keeping goldfish you should have about 1 inch of fish for every four gallons until the tank cycles; then one inch of fish for every two gallons.
In a rectangular aquarium, multiply the length, width, and height in inches and then divide the answer by 231 to get the amount of gallons the tank can hold.
There are 231 cubic inches in a gallon. so multiply the radius by the height and the pie. There are 231 cubic inches in a gallon. so multiply the radius by the height and the pie.
Whatever you like. By suitable choice of the height, any combination of width and length is possible.
0.5 gallons or 1.9 litres
Not enough information. Measurements needed are length, width, and height.
if its a 30 gallon standard, commonly 36" x 12" x 16" if its a 30 gallon breeder, commonly 36" x 18" x 12" if its a 30 gallon extra tall, commonly 24" x 12" x 24" measurements are length x width x height in inches exact measurements may vary slightly depending on the manufacturer due to glass thickness and whether they measure the inside of the tank or the outside of the tank.
Assuming we are talking about a common rectangular aquarium. (Length of tank in inches) x (Width of tank in inches) x (Depth of tank in inches) = Volume of the tank in cubic inches Volume/231 = Gallons in tank Please keep in mind that rocks, plants, fish, and decorations reduce the volume of the tank somewhat.