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A bag of M&M candies contains 465 M&Ms, with each M&M weighing .08535 grams. In order...

A bag of M&M candies contains 465 M&Ms, with each M&M weighing .08535 grams. In order for the bag to contain the net total weight of 396.9 grams, the manufacturer must guarantee that each M&M's mean weight is at least .08535 grams. Assume the standard deviation is 0.0576. A random sample of 100 M&Ms were selected from a bag of 465 M&Ms and the mean value of the sample = 0.8635. At the 0.05 level of significance, can the production manager claim that the M&Ms have a mean that is actually greater than 0.8535 so consumers are being given more than the amount indicated on the label? State Ho State Ha Is this one tail or tow tail? Why?

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