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Approximately 80 pounds.

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14y ago

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How much does a 1 foot cube of steel weigh?

A 1-foot cube of steel weighs approximately 490 pounds.


How much does 1 square foot of steel weigh?

Depends, of course, on the density of the steel.


Would a bathtub weigh about 15 gallons or 15 pints?

Neither, a bathtub weighs much more.


How much does a 8 foot by 10 foot by one inch steel plate weigh?

Using density of steel @ 490.06 pounds per cubic foot (approx) 8 * 10 * (1/12) * 490.06 = 3267.07 pounds (approx)


How much does a w8x35x22ft steel I beam weigh?

A W8x35 steel I-beam, which is 8 inches in depth and weighs 35 pounds per foot, weighs approximately 35 pounds for each foot of length. Therefore, a 22-foot-long W8x35 I-beam would weigh about 770 pounds (35 pounds/foot × 22 feet).


How much does a square foot of a one inch steel plate weigh?

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).


How much does a 24 foot Wilderness travel trailer weigh?

Howo much does a 24 foot Yukon travel trailer weigh?


How much does one square foot of one inch steel plate weigh?

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.


How much does a twenty foot boat weigh?

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How much does a cubic foot of platinum weigh?

It would weigh 1,342 pounds.


How much pound in a length of half inch steel?

The weight of a half-inch steel rod varies depending on its length and the specific type of steel. However, as a general estimate, a half-inch diameter steel rod weighs approximately 0.491 pounds per foot. To calculate the total weight, multiply the length of the rod in feet by this weight per foot. For example, a 10-foot length would weigh about 4.91 pounds.


How much steel is in a cubic ft?

1 ft^3 = 12in * 12in * 12in = 1728in^3 Density of steel: 0.283lb/in^3 1728in^3 * 0.283lb/in^3 = 489.024lb - Nick Mowry