Quote (Huntyoudown @ May 22 2013 08:43pm)
adding more questions
4.using ur rounded density from question 1(c), calculate i) the volume of a lead rod that has a mass of 1986.4g, and ii) the mass of a lead block that has a volume of 112.8cm^3
5. a graduated cylinder contains 3.55ML of water. a piece of non-reactive metal weighing 3865mg is placed in the cylinder, and the water level rises to 4.30ML. is this metal also lead? Explain.
Answer for 4:
Density =(mass/v) ----> So you know the density to be .956g/cm3, set this equal to Mass/Volume -----> .956= 1986.4g/v , solve for v= 2077.8cm3, reduce this to 3 sigif, and it equals 2080cm3.
ii). Density = mass/v, we are given density and v, find m ---> .956=m/112.8cm3, solve for m, ---> m =107.8368g, reduce this to 3 sigif, 108g.
5. The difference in water level means the total volume that the metal displace, so the total volume is the final water level minus the initial water level. (4.30-3.55 = 0.75ml). We can find the density of the metal by divinding its mass by its volume ----> 3865mg/.75 = 5153mg/cm3 , which is equal to 5.153g/cm3. The density of lead is .956g/cm3, this does not match it, therefore it is not lead.