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The amount of soft drink that Ann consumes on any given day is independent of consumption on any other day and is normally distributed with m = 13 oz and s = 2. If she currently has two six-packs of 16- oz bottles, what is the probability that she still has some soft drink left at the end of 2 weeks (14 days)? Why should we worry about the validity of the in- dependence assumption here?

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