Consider the stocking level of a single item: Waist 36, inseam 34, green plaid pattern #7, Johnny Miller actionwear slacks. Deliveries are weekly, and the store wishes to provide 98% service (fill rate). Shockingly, demand for this item is 8 per week, with a variance of 60, corresponding to the product Nega BynoMeal in the chapter example 13.2 on your Student CD. The pants cost the store $25 each. How much should be stocked, and how much will it cost, given each of the following strategies discussed in the chapter (weeks of sales, constant K, and marginal analysis)?