Question: Suppose that the demand during lead time is normally distributed with an average of 85 and dLT (standard deviation of the demand during the lead

Suppose that the demand during lead time is normally distributed with an average of 85 and dLT (standard deviation of the demand during the lead time) =40. Compute the safety stock for a 90 percent cycle-service level (round it to nearest integer). \begin{tabular}{l} 51 \\ 136 \\ 40 \\ \hline 36 \\ \hline 76 \end{tabular}
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