A block of ice of mass π = 2.50 kg, initially at a temperature of ππ = -4.00 Β°C, is placed at the top of a ramp of height β = 98.0 m (a very large ramp), as in the picture. The block is released from rest, and when it reaches the bottom of the ramp it is traveling at a speed of 5.00 m/s. As the block slides down, there is friction between the ice and the ramp. Solve for the final temperature of the block of ice when it reaches the bottom of the ramp. Ignore heat transfer into the air and ramp (i.e. assume all the internal energy increase occurs in the ice). The ramp angle is 45 degrees. ππππ = 2090 J/kgβ
β, ππ€ππ‘ππ = 4186 J/kgβ
β, πΏπ,π€ππ‘ππ = 333,500 J/kg.