1. The problem statement, all variables and given/known data One end of an insulated metal rod is maintained at 100∘C and the other end is maintained at 0.00 ∘C by an ice–water mixture. The rod has a length of 60.0cm and a cross-sectional area of 1.40cm2 . The heat conducted by the rod melts a mass of 7.15g of ice in a time of 15.0min . Find the thermal conductivity K of the metal. 2. Relevant equations (Heat/time) = k(A)(ΔT/L) H(fusion) for water = 334 KJ/kg*K = 334000 J/kg 3. The attempt at a solution Converting to SI units -> L=.6 m, A= .014 m^2, m(ice) = .00715 kg, time= 900s Q=heat/time, so heat = .00715 kg(334000 J/kg) = 2388 J, Q = 2388J/900s = 2.6533 J/s = 2.653W So, 2.653 W = k(.014 m^2)(100°C/.6m) 2.653 W / ( .014 m^2 ) *.6m / 100 C ≈ 1.14 W/m*C OR 1.14W/m*K since K or C can be used interchangeably here. So, my answer kept coming up as 1.14, yet the correct answer was 114 W/m*K. I am confused as to why I'm getting the correct answer in a sense but with my order of magnitued off. It makes me wonder if I'm doing my math correctly or I made a careless mistake somewhere. Any and all help/advice will be greatly appreciatied.