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Suppose the weekly demand for the bottles of two slightly different products at a corner store is Poisson distributed with mean 4 (for each product).

Suppose the weekly demand for the bottles of two slightly different products at a corner store is Poisson distributed with mean 4 (for each product). The demands between the products are negatively correlated with correlation factor -0.9. The two products are replaced by a common pooled product by the manufacturing company. Assume that the demand pattern does not change. What is the coefficient of variation (COV) of the pooled product?

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