A crystal of chalcanthite (CuSO4 .5H2O) dissolves in a large tank of pure water according to the following equation: CuSO4 .5H2O(s) ---> CuSO4(aq) + 5H2O(l) Estimate the rate at which the crystal dissolves by calculating the flux of CuSO4 from the crystal surface to the bulk solution. Assume that molecular diffusion occurs through a liquid film uniformly 0.01 mm thick surrounding the crystal. At the inner side of the film adjacent to the crystal surface the solution is saturated with CuSO4 while at the outer side of the film the solution is virtually pure water. The solubility of chalcanthite in water at 275 K is 24.3 g of crystal/100 g of water, and the density of the corresponding saturated solution is 1,140 kg/m3 . The diffusivity of CuSO4 in dilute aqueous solution at 275 K can be estimated as 3.610-10 m 2 /sec. (Counterdiffusion, NB= 5NA)