A retailer supplies a small storefront outlet with a unique product. In a sense, the retailer serves as the warehouse for this outlet. The retailers’ purchasing lead time is 2 weeks and the lead time for the outlet from the retailer is also 2 weeks, primarily due to order handling time. Assume that forecast errors are normally distributed with the σ for 1 week being 10 units, and that σ_t=√t σ_1. The annual demand rate is 2,000 units, and the following data have been gathered: v_W = $6/unit, v_R = $8/unit, r = 0.24 $/$/year, n = 2, or the retailer orders two batches of the outlets order quantity at one time. The outlet’s order quantity is Q_R = 200 units. Finally, suppose that the fractional charge per unit short, B_2, is set at 0.4. Find the reorder point for both locations.