Wiki User
∙ 13y agoYour question needs clarification. In addition to depth, you need to know length and width.
Wiki User
∙ 13y agoYou need three dimensions to determine volume: depth, length and width.
The height of this stand is 29.75 inches the width is 29.75 inches, and the depth is 20.25 inches.
MLB rule 1.07 defines the dimensions of the pitcher's plate as 24 inches by 6 inches. There is no dimension given for its thickness, or depth.
Volume = (length) x (width) x (depth of liquid)-- Volume, cubic inches = (Length, inches) x (width, inches) x (depth, inches)Gallons = (Volume, cubic inches)/231-- Volume, cubic feet = (Length, feet) x (width, feet) x (depth, feet)Gallons = (Volume, cubic feet) x (7.4805)
A 20-foot container has external dimensions of 1) height of 102 inches (8 feet 6 inches); 2) length of 238 inches (19 feet 10 inches); and depth of 96 inches (8 feet); and internal dimensions of 1) height of 92 inches (7 feet 8 inches); 2) length of 230 inches (19 feet 2 inches); and depth of 90 inches (7 feet 6 inches).
14 gallons (1.872 cubic feet) for every inch of depth.
The calculation of the cubic measure (volume) of an object requires its measure in three dimensions: length, height and depth. There is no information on depth.
A Jager machine typically has dimensions around 20 inches in height, 12 inches in width, and 12 inches in depth. These dimensions may vary slightly depending on the specific model or brand of the machine.
In a 17 foot by 13 foot pool each foot of depth would contain 1653.08 gallons of water. If the pool had a average depth of 4 feet there would be 4 X 1653.08 or 6612.32 gallons.
IT IS IMPOSSIBLE TO ANSWER THAT QUESTION IN THAT FORM. YOU NEED TO SUPPLY MORE INFORMATION, SUCH AS THE OTHER DIMENSIONS OF THE POOL; WIDTH, DEPTH, IS THE DEPTH CONSTANT OR DOES IT INCREASE, ETC.
; Height- 4.5 inches (115.5 mm) ; Width- 2.4inches (62.1 mm) ; Depth- 0.48 inches (12.3 mm)
a standard 10 gallon tank is 20 inches long.