Q: How much water can fit in one cubic inch?

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One cubic centimeter of water would fit into that cup, and it would weigh 1 gram.

1 cubic foot = 28,316 85 liters or ca. 28,3 kg of water.

Water has a density of 1 gram per cubic centimeter. This means that one milliliter or one gram of water will fit in a one cubic centimeter container.

No.

10.39 gallons.

91 with .79 cubic inches to spare.

Exactly 4 cubic inches of it. That's pretty nearly the same as 2.21645 fluid ounces.

12

It does not work like this, an inch is a unit of length, a square inch is a unit of area and a cubic inch is a unit of volume.

The 1989 F150 came with a 4.9 L ( 300 cubic inch) straight six , 5.0 L ( 302 cubic inch) V8 or 5.8 L ( 351 cubic inch ) V8 engine

Exactly 35 cubic feet.

729 of them!

Type your a How much does 13 cubic feetnswer here...

There are 1,000 liters of water that can fit in 1 cubic meter. For water, 1 milliliter is equivalent to 1 cubic centimeter.

The 1995 Ford F-150 came with : 4.9 L ( 300 cubic inch ) straight 6 cylinder 5.0 L ( 302 cubic inch ) V8 5.8 L ( 351 cubic inch ) V8

The 1995 Ford F-150 had ( 3 ) engine choices : The 4.9 liter / 300 cubic inch straight six cylinder The 5.0 liter / 302 cubic inch V8 and The 5.8 liter / 351 cubic inch V8

Are you trying to get the footprint of bigfoot?!?

it depends on the size and shape of the coin and container

60 cubic feet can contain up to 448.831 US gallons of water.

Yes it will as long as it is the same size / cubic inch.

A cubic millimeter of water is the volume of water that would fit in a cube 1 millimeter long by 1 millimeter wide by 1 millimeter high. A cubic millimeter is 1/10th of a cubic centimeter.

about 180 footlong subways, or loads of water.

493.714 gallons of liquid.

There are 1,000 liters of water that can fit in 1 cubic meter. For water, 1 milliliter is equivalent to 1 cubic centimeter.

Find the density of the sand. If it is more than 48000/942 = 50.96 pounds per cubic inch, then it will fit. Alternatively, if "pound" is a measure of weight, place the container on a neutron star. On the surface of a neutron star, a spoonful of matter weighs tons!