what would happen if all the boats in the world was out of the water all at once? Answered

Tags:boat

13 Replies

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Kiteman (author)2010-12-06

A lot of barnacles would die.

PS - if you don't get in the habit of using the reply button properly, you will irritate a lot of people, who will then treat you as a troll.

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kelseymh (author)Kiteman2010-12-06

See his Orangeboard. He is a troll.

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user
Kiteman (author)kelseymh2010-12-07

>Sets filters to monitor.

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rickharris (author)2010-12-06

Commerce will stop - all the docks in the world will be full several times over, a lot of seamen won't get paid.

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kelseymh (author)rickharris2010-12-06

WARNING: NSFW Response

Gee, Rick. And here I thought it was the seamen doing the paying...

>ba-da-bing<

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rickharris (author)kelseymh2010-12-07

Often is (I have heard!) :-)

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user

are you sure i thought that if all the boats was out of the water at the same time that the water level will droop

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user

Think about the massive volume of the ocean, and the comparably minuscule volume that the boats would displace. The water level would drop very slightly, but due to ocean currents, waves etc. the water level is never uniform, so it would be impossible to measure by how much.

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kelseymh (author)The Jamalam2010-12-06

In principle, satellite measurements could do the trick, but the value is tiny compared to their resolution.

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user

You still haven't figured out how to click on REPLY, have you?

Arithmetic and research can solve your problem.

1) Search for "worldwide shipping" and get an estimate of the "displacement" of all boats involved. That number, which is how the size of ships is measured, tells you the mass (weight) of the ships, and therefore the mass of water equal to (displaced by, according to Archimedes principle) them. Chances are, Wikipedia can give you this number directly.

2) Find the total surface area of the world's oceans. This is obvious something you can find trivially, most easily using Wikipedia.

3) Look up the density of the ocean (another trivial number you can find). Combining this with (1) and (2), you can calculate the depth of water displaced by worldwide shipping.

4) Compare that number with, for example, the height of typical water waves as they roll up the beach. Would you be able to measure the change?

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kelseymh (author)2010-12-06