On paper = 2 dimensions Physical = 3 dimensions Examples: a square is 2 dimensions and a cube is 3 dimensions a circle is 2 dimensions and a ball is 3 dimensions
A ray can be in 2 dimensions, in 3 dimensions, or in fact in any number of dimensions.
the plane, or xy plane, has two dimensions space has 3 dimensions
The dimensions of a plane are length and width.
It has three dimensions.
It will vary with the maker of the bull barrel.
Inside height is 32.8 inches for closed top barrel and 32.5 inches for open top barrel. Search "55-gallon-drum-dimensions.html" for all dimensions.
You can't answer this question unless you know the dimensions of said barrel and the density of whatever liquid you want to measure the liters of.
54'-0" DIAMETER x 24' HIGH
The question, as stated, cannot be answered sensibly. A gallon is a measure of volume, with dimensions [L3]. An inch is a measure of distance, with dimensions [L]. The two measure different things and elementary dimensional analysis teaches that you cannot convert between measures with different dimensions such as these without additional information.
depends on the hitter. i have a 32 in. 29 ounce with a 2 5/8 in. barrel
Length, dimensions, and possibly caliber. The 600 was made in calibers the 400 was not.
The most common (polyethylene or polypropylene) plastic drums measure 22" in diameter (inside) and 34" tall/high.
You can't tell the dimensions from knowing the volume. The tank could be in the shape of a cube, a long skinny box, a sphere, a teardrop, a cylinder standing up with flat top and bottom, a cylinder lying down with round ends, etc., and every shape would have different dimensions for a volume of 1,000 barrels.
what are Mercury's dimensions? what are mercury's dimensions?
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If the sides of the barrel are straight, then those dimensions are equivalent to a volume of 33.407 cubic feet, or 249.9 gallons. -- If the sides are curved, then it's a more complicated problem. -- We'd need to know the thickness of the material of which the barrel is constructed, in order to calculate how much of that volume isn't available as fluid-holding capacity.