c$.$ Another method: How much $($what percentage$)$ of the block is submerged? Check that the density of the block is that same percentage of the density of water $(1000$ kg$/$m$3).$ i$.$ When you determine density use the mass of the block from part b$.\%$Submerged$=\_\_\_\_\_\_\_$ density$=\_\_\_\_\_\_\_\_\_$ Now consider what would happen if we put the block in an oil with a different density. d$.$ e$.$ f$.$ Predict what you expect will happen if we put the block in an oil with a density of $700$ kg$/$m$3.$ Try it$.$ Was your prediction correct? Explain. What is the pressure at the bottom of the block and at the top of the block? What is the buoyant force on the block in the oil? Pbottom$=\_\_\_\_\_\_\_$ Ptop$=\_\_\_\_\_\_\_$ i$.$ To determine the buoyant force you can use the mass of the block from above, and the density of the oil. F buoyant$=\_\_\_\_\_\_\_$