Using density of steel @ 490.06 pounds per cubic foot (approx)
8 * 10 * (1/12) * 490.06 = 3267.07 pounds (approx)
It would weigh about 14.3 pounds .
Gypsum or plaster board3 3/8 inch 1.56 pounds per square foot 1/2 inch 2.08 pounds per square foot 5/8 inch 2.60 pounds per square foot
it comes in several weights per foot but most common is 5.4#/ft.
using info fromHow_does_one_cubic_foot_of_steel_weighyou'll get 1,304 lbs.
There 12 inches to a foot, so 120 tenths of an inch to a foot.
A steel plate of that size would weigh approximately 368 pounds.
Steel is typically 490 lb/cubic foot. There are 1,728 square inches in a cubic foot which means that each cubic inch weighs about .284 pounds (just a bit over a quarter of a pound per square inch).
The density of steel alloy varies depending on its constituents and ranges between 7,750 and 8,050 kg/cu mtr (4.48 and 4.65 oz/cu in).It will therefore weigh between 645.12 and 669.6 ounces.
The weight of SA 516-70 steel plate per square foot varies depending on the thickness of the plate. As a general estimation, the weight of SA 516-70 steel plate is approximately 41.82 pounds per square foot for a 1-inch thick plate. You can calculate the weight for different thicknesses using this basic weight per square foot.
The density of steel alloy varies depending on its constituents and ranges between 7,750 and 8,050 kg/cu mtr (4.48 and 4.65 oz/cu in).It will therefore weigh between 645.12 and 669.6 ounces.
Got a calculator? Multiply 4 X 12 X 8 X 12 X 0.5 X 0.283 answer is pounds (lbs) LINK: http://wiki.answers.com/Q/What_is_the_density_of_low_grade_steel
TO answer this question, you need to know the density and the volume of the piece of steel. For example, "mild steel" weighs .284 pounds per cubic inch. The volume of a 12 inch x 12 inch x 1 inch piece of steel is 12 * 12 * 1 = 144 cubic inches. .284 pounds/inch^3 * 144 inch^3 = 40.896 pounds. So each of these steel tiles will weigh about 41 pounds.
If you mean a container with a volume of 1 cubic foot, then: 1/4 inch ball = 0.0082 cu. inch weigh of each ball (steel) = 0.0023 pounds approx. 73.6 balls per cubic inch (allowing for spherical interlocking) 1728 cubic inches ( one cubic foot) x 73.6 x 0.0023 = 292 pounds. So a cu. ft. container will hold close to 300 pounds of quarter inch steel balls.
It is not possible to blast a hole in 2 inch steel plate with a 12 gauge slug. The slug will barely dent the plate, if it does anything at all.
A cubic inch of 4130 steel weighs approximately 0.283 pounds.
The weight of one foot of a three-quarter inch diameter steel bar will be approximately 1.42 pounds.
The weight of a 1.5 inch thick steel plate measuring 32 inches by 32 inches can be calculated using the formula for the volume of a rectangular object (length x width x height) and the density of steel (around 0.283 pounds per cubic inch). This would result in a weight of approximately 380 pounds.