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OpenStudy (askme12345):

Please help!! (Stumped!)

OpenStudy (askme12345):

A solid cylinder (radius = 0.180 m, height = 0.170 m) has a mass of 16.9 kg. This cylinder is floating in water. Then oil (ρ = 702 kg/m3) is poured on top of the water until the situation shown in the drawing results. How much of the height of the cylinder is in the oil?

OpenStudy (askme12345):

@IrishBoy123 Any chance you can help with this one :) !

OpenStudy (irishboy123):

sure but you need to show the drawing..... :p

OpenStudy (irishboy123):

the solution will require the knowledge that the mass of all fluid(s) displaced by the floating body will equal the mass of the cylinder, ie 16.9kg, ie Archimedes Law: "a floating body displaces it's own mass of the fluid in which it floats"

OpenStudy (askme12345):

Here's the diagram :)

OpenStudy (irishboy123):

|dw:1449445094589:dw|

OpenStudy (irishboy123):

http://openstudy.com/users/irishboy123#/updates/565c8149e4b0959c2b14cffe take it from there?

OpenStudy (askme12345):

Thank a lot! For some reason I got the wrong answer though. I used your wolfram formula as a guide - and this is what I got with my numbers. but it was incorrect

OpenStudy (askme12345):

That number seems rather small.. only 1.417% It may be correct! I am unsure. I am wary of entering it into my assignment, as it is my last attempt for credit

OpenStudy (askme12345):

@mathstudent55 @dan815 Can you guys take a look at this thread?

OpenStudy (baru):

according to archimedes principle bouyant force = weight of fluid displaced

OpenStudy (baru):

|dw:1449464143541:dw|

OpenStudy (baru):

oil will exert a downward force and water will exert an upward force, so we need to balance forces, weight of displaced oil + weight of cylinder = weight of water displaced

OpenStudy (baru):

|dw:1449464323503:dw|

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