A jack-up displacing 350,000 cubic feet while floating in sea water (64 pounds per cubic foot) weighs __________.
⢠Archimedesâ Principle â the weight of the floating jackâup equals the weight of the water it displaces ⢠How to compute weight from volume Ă density (cubic feet Ă pounds per cubic foot) ⢠Unit conversion from pounds to kips (1 kip = 1,000 pounds)
⢠If the jack-up displaces 350,000 cubic feet of sea water, how many pounds of water is that, using 64 lb/ft³? ⢠Once you have the weight in pounds, how do you convert that number into kips? ⢠After converting to kips, which of the answer choices is closest to your calculated value?
⢠Multiply volume (ft³) by density (lb/ft³) to get total weight in pounds ⢠Use 1 kip = 1,000 lb to convert your answer into kips ⢠Double-check your powers of ten and zeros so your kips value makes physical sense for a large jack-up unit
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