1. The problem statement, all variables and given/known data Find the freezing point of water at the bottom of the ocean where the pressure is 32.52bar 2. Relevant equations Clausius-Clapeyron equation in the form of: ln(p2/p1) = deltaHfusion/R * ((1/t2)-(1/t1)) Where the deltaHfusion is 6.008*10^3 J/mol where the temperature of fusion (T1) equals 273.15 3. The attempt at a solution this is what I did so far: ln(32.52bar/1.00bar)= (6.008*10^3 J/mol/8.314 J/K*mol) * ((1/t2)-(1/273.15)) The first time I solved for T2 But then I was thinking that I should have accounted for the density change but then I got stuck because I don't know how to account for this in the formula above, so should I do it before I use this formula. If someone could just help me with the steps of this problem I know that I can get the rest of it. I have hit a wall on where to go from here.