58. A metal jug of negligible thermal capacity contains a mass \( M \) of water at a temperature \( T_{1} \). A dry block of ice (specific latent heat of fusion \( =L_{i} \) ) of mass \( m \) at \( 0^{\circ} \mathrm{C} \) is dropped into the water (specific heat capacity \( =\mathrm{c} \) ) and begins to melt. At thermal equilibrium, there is no ice in the jug and the temperature of all the water is \( T_{2} \).
There is no thermal energy transfer between the atmosphere and the water or between the atmosphere and the ice.
Which expression is used to calculate m ?
A) \( \frac{M d\left(T_{1}-T_{2}\right)}{L_{r}+c T_{2}} \)
B) \( \frac{M d\left(T_{1}-T_{2}\right)}{L_{f}} \)
C) \( \frac{M C T_{1}}{L_{i}+c T_{2}} \)
D) \( \frac{M c T_{1}}{L_{r}} \)
E) \( \frac{M d\left(T_{1}-T_{2}\right)}{L_{t}+c T_{1}} \)