0) determine whether substance a and b will sink or float when placed in a bucket of water. a: sink float b…

0) determine whether substance a and b will sink or float when placed in a bucket of water. a: sink float b: sink float (circle correct response) defend your answer using the m - v graph, and your outstanding understanding of density. refer to the table of densities at the right to answer the following questions. substance density (g/ml) aluminum 2.70 titanium 4.54 zinc 7.13 tin 7.31 iron 7.87 nickel 8.90 copper 8.96 silver 10.50 lead 11.35 mercury 13.55 gold 19.30 5. sketch a graph of mass vs. volume for titanium, copper and mercury.

0) determine whether substance a and b will sink or float when placed in a bucket of water. a: sink float b: sink float (circle correct response) defend your answer using the m - v graph, and your outstanding understanding of density. refer to the table of densities at the right to answer the following questions. substance density (g/ml) aluminum 2.70 titanium 4.54 zinc 7.13 tin 7.31 iron 7.87 nickel 8.90 copper 8.96 silver 10.50 lead 11.35 mercury 13.55 gold 19.30 5. sketch a graph of mass vs. volume for titanium, copper and mercury.

Answer

Explanation:

Step1: Recall density - water relationship

If density of a substance $\rho_{substance}>\rho_{water}(1\ g/mL)$, it sinks; if $\rho_{substance}<\rho_{water}$, it floats.

Step2: Assume values for substances A and B

Since no information about A and B is given in terms of density, we cannot determine their sinking - floating behavior precisely. But if we had their densities from the m - V graph (by calculating $\rho=\frac{m}{V}$ from points on the graph) or other means, we would compare with water's density.

Answer:

Insufficient information to determine whether substance A and B will sink or float.