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18.84 x 1.5
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What is the volume of a container 18.84 ft circumference x 1.5 ft depth?
Radius: 18.84/2*pi = about 3 feetVolume: pi*3*3*1.5 = 42.412 cubic feet rounded to three decimal places
How many gal are in a 33 ft around by 54 inches tall?
Circumference = 33 feet => radius = 33/(2*pi) feet.Then volume = pi*r2*h = pi*[33/(2*pi)]*54/12 cubic feet = 389.97 cu ft = 2429 gallons.
How many gallons in a 6' square x 7'-4 deep?
1 cu ft ≈ 6.22884 imp gal ≈ 7.48052 US gal 12 in = 1 ft → 7'4'' = 7+4/12 ft = 7⅓ ft → volume = (6 ft)² × 7⅓ ft = 264 cu ft ≈ 264 × 6.22884 imp gal ≈ 1644 imperial gallons ≈ 264 × 7.48052 US gal ≈ 1975 US gallons
What is the depth of a box that is 9 feet wide and W feet long?
We have no idea as you have only specified its length (W ft) and width (9 ft). Depth is a third dimension perpendicular to length and width. If you gave more information, for example the area = length × width of the base rectangle (which in this case is 9 ft × W ft = 9W ft²) then the value of W could be calculated, and if you had also given its volume = length × width × depth, the depth could be calculated by dividing the volume by the area.
How many gallons of water in a 9 foot by 13 foot pool that is 3 feet deep?
Find the volume of the pool (in cu ft) and multiply by the number of gallons of water per cubic foot. Volume = 9x13x3 = 351 cu ft 351 x 7.481 (gal per cu ft) = 2625.831 gal
How many gallons if a pond is 60 ft in diameter 12ft deep and a slope of 1.2?
Diameter= 60 ft. Radius = 30 f. Depth = 12 ft. Area = PI * r^2 (sq. ft.) = PI*30^2 = 2827.4 sq. ft. Volume = (Area * Depth)/2 (cu. ft.) = 16964.6 cu. ft. =Volume (cu. ft.) * 0.13368 cu.ft./gal >>(gallons) = 126890.6 gallons
What is the volume of a container 18.84 ft circumference x 1.5 ft depth?
Radius: 18.84/2*pi = about 3 feetVolume: pi*3*3*1.5 = 42.412 cubic feet rounded to three decimal places
How many gallons in a round fuel tank 5 feet long and 3 feet diameter?
The volume is that of a cylinder: radius = ½ × diameter volume = π × redius² × height = π × (½ × 3)² × 5 ft³ = 11¼π ft³ ≈ 35.343 ft³ What this is in gallons depends upon the gallon used: 1 ft³ ≈ 6.229 imp gal → 35.343 ft³ ≈ 35.343 × 6.229 imp gal ≈ 220.15 imp gal 1 ft³ ≈ 7.481 US gal → 35.343 ft³ ≈ 35.343 × 7.481 US gal ≈ 264.38 US gal
How many gallons of water does a 5 acre pond hold that is 18 inches deep?
To find the volume (cu ft), multiply length x width x depth and then multiply the volume by the number of gallons of water per cu ft (7.481): 20 x 9 x 9 = 1620 cu ft x 7.481 = 12,119.22 gallons
How many liters in a 6 foot fish tank?
7 ft x 2 ft x 2 ft = 28 cu ft 1 cu ft = 7.48052 gal 1 cu ft = 28.3168 L So, the volume of the aquarium is: 209.455 gal = 792.872 L
How many gallons of water will a 6 ft diameter 6 ft high cylindrical tank hold?
Simple volume conversion problem. Volume of cylinder = area of circle X height Conversion factor needed = 1 ft^3 = 7.48 gal (6^2 X 3.14 / 4 X 6) ft^3 X 7.48 gal/ft^3 = 1268.95 gal
How many gal are in a 33 ft around by 54 inches tall?
Circumference = 33 feet => radius = 33/(2*pi) feet.Then volume = pi*r2*h = pi*[33/(2*pi)]*54/12 cubic feet = 389.97 cu ft = 2429 gallons.
What is volume in math 30 ft circumference 3 inches deep?
17.9 cubic feet.
How many gallons in a 6' square x 7'-4 deep?
1 cu ft ≈ 6.22884 imp gal ≈ 7.48052 US gal 12 in = 1 ft → 7'4'' = 7+4/12 ft = 7⅓ ft → volume = (6 ft)² × 7⅓ ft = 264 cu ft ≈ 264 × 6.22884 imp gal ≈ 1644 imperial gallons ≈ 264 × 7.48052 US gal ≈ 1975 US gallons
How many gallons of water in a 9 foot by 13 foot pool that is 3 feet deep?
Find the volume of the pool (in cu ft) and multiply by the number of gallons of water per cubic foot. Volume = 9x13x3 = 351 cu ft 351 x 7.481 (gal per cu ft) = 2625.831 gal
How many gallons is a pool 24 ft L x 16 ft W x 4 ft H?
Assuming that 4' if the average depth and the pool is rectangular. Roughly 11,500 gal.
What is the depth of a box that is 9 feet wide and W feet long?
We have no idea as you have only specified its length (W ft) and width (9 ft). Depth is a third dimension perpendicular to length and width. If you gave more information, for example the area = length × width of the base rectangle (which in this case is 9 ft × W ft = 9W ft²) then the value of W could be calculated, and if you had also given its volume = length × width × depth, the depth could be calculated by dividing the volume by the area.
