1. The problem statement, all variables and given/known data A cooking vessel on a slow burner contains 11.0 kg of water and an unknown mass of ice in equilibrium at 0°C at time t = 0. The temperature of the mixture is measured at various times. During the first 50.0 min, the mixture remains at 0°C. From 50.0 min to 60.0 min, the temperature increases to 2.00°C. Ignoring the heat capacity of the vessel, determine the initial mass of ice. 2. Relevant equations Q =mcΔT; Q= mL cwater=4186 Lfusion=333000 Qhot + Qcold=0 3. The attempt at a solution miceLfusin+micecwaterΔT+mwatercwaterΔT = 0 mice(333000) + mice(8372) + 92092 = 0 This gives me mice = 0.269kg but i know this is wrong. Any pointers would be greatly appreciated.