A scientific approach to apportioning how much extra stock to carry will be using the safety stock factor approach. Where we say the proportion of extra stock to buy for one SKU relative to another SKU is in a ratio of z*stdev of demand for one SKU / z*stdev of demand for another SKU. This is suitable for SKUs that are already in the market for some time and has reliable historical sales numbers. The multiples of SKU purchase would of course, we governed by MOQs and/or order multiples.
If it is a new product, then we should look at it from a cost of overstocking vs cost of understocking. It's ratio will give it the proportion beyond or under demand.
If the SKU is a combination of new and old products, then we have to combine the ratios of the different SKUs together. It is possible because the underlying normal assumption probabilities is the same.
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