Two processes, P and Q$,$ are used by a supplier to produce the same component, Z$,$ which is a critical part in the engine of the BearingPort $778$ airplane. The specification for Z calls for a dimension of $0\mathrm{.}24$ mm $60\mathrm{.}03.$ The probabilities of achieving the dimensions for each process based on their inherent variability are provided in the C$07$ Problem Data workbook. If k $560,000,$ what is the expected loss for each process? Which would be the best process to use, based on minimizing the expected loss?