A teacher performing a demonstration finds that a piece of cork displaces 23.1ml of water. The piece of cork has a mass of 5.7g . What is the density of the cork?
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This problem doesn't sense.
When you say "displaces," you usually mean the cork is floating, not that the cork completely submerged. I ask because usually a ship displacement is how much volume of water the ship "displaces." However, its overall volume is not known.
1 cc of water is~ 1 gram, so a 5.7g cork cannot displace 23.1ml of water.
QED
This statement is false.
lolFull time ninja editor.
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Originally posted by majorownage View PostThis problem doesn't sense.
When you say "displaces," you usually mean the cork is floating, not that the cork completely submerged. I ask because usually a ship displacement is how much volume of water the ship "displaces." However, its overall volume is not known.
1 cc of water is~ 1 gram, so a 5.7g cork cannot displace 23.1ml of water.
QED
This statement is false.
lol
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Originally posted by Ruffdaddy View PostDensity = mass/volume = 23.1/5.7
I can't believe this question is being asked...Originally posted by majorownage View PostThis problem doesn't sense.
When you say "displaces," you usually mean the cork is floating, not that the cork completely submerged. I ask because usually a ship displacement is how much volume of water the ship "displaces." However, its overall volume is not known.
1 cc of water is~ 1 gram, so a 5.7g cork cannot displace 23.1ml of water.
QED
This statement is false.
lolOriginally posted by BroncojohnnyHOORAY ME and FUCK YOU!
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Originally posted by majorownage View PostThis problem doesn't sense.
When you say "displaces," you usually mean the cork is floating, not that the cork completely submerged. I ask because usually a ship displacement is how much volume of water the ship "displaces." However, its overall volume is not known.
1 cc of water is~ 1 gram, so a 5.7g cork cannot displace 23.1ml of water.
QED
This statement is false.
lol
The method mentioned is a common practice for measuring the volume of complex shapes. You're just thinking with a 1 track mind relative to what you're used to.
Think of it this way, if you were to force that ship completely under water, you could then determine the volume of the ship based on water displacement. Then you use the mass of the ship in determining average density
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Originally posted by Ruffdaddy View PostThat's strictly a function of the viscosity of the water.
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