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A tomato grower (seller/producer) and grocery store chain (buyer/consumer) are considering a sampling plan that calls for a sample of 100 tomatoes (n-100) from a large shipment. The shipment will be accepted if 3 or less of the 100 tomatoes sampled are rotten. Assuming AQL - 2%, alpha - 4%, LTPD - 6%, and beta = 10%, does this sampling plan satisfy the agreed upon risk for both parties? You can use the following table to help organize evaluation of the sampling plan: Quality Criterion Risk Is the sampling plan risk low enough? lambda= np P(x