Question: Assume a Single-Item Probabilistic Continuous Review Model with parameters, Demand: D = 21 Setup Cost: K = 29 Holding Cost: h = 0.34 Shortage Cost:

Assume a Single-Item Probabilistic Continuous

Assume a Single-Item Probabilistic Continuous Review Model with parameters, Demand: D = 21 Setup Cost: K = 29 Holding Cost: h = 0.34 Shortage Cost: p = 1.41. Suppose also that the probability density function of demand during the lead time is 2 c [0, 22] 0, otherwise. 22 Compute y and to verify that > to ensure that the Hadley-Whitin method will converge. Enter each below to two decimal places. y = QIP y= Perform iterations of the Hadley-Whitin algorithm to get yz and R3 as approximate values for y* and R*. Enter each below to two decimal places. Y3 = R3 fo Assume a Single-Item Probabilistic Continuous Review Model with parameters, Demand: D = 21 Setup Cost: K = 29 Holding Cost: h = 0.34 Shortage Cost: p = 1.41. Suppose also that the probability density function of demand during the lead time is 2 c [0, 22] 0, otherwise. 22 Compute y and to verify that > to ensure that the Hadley-Whitin method will converge. Enter each below to two decimal places. y = QIP y= Perform iterations of the Hadley-Whitin algorithm to get yz and R3 as approximate values for y* and R*. Enter each below to two decimal places. Y3 = R3 fo

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