Suppose that the daily consumption of pepsi in ounces is normally distributed with normal(13, 4) in ounces. The daily amount consumed is independent of other days except adjacent days where the covariance is -1. If the student has two six packs of 16 ounce pepsi bottles, what is the probability that some pepsi remaims at the end if the two weeks?
Can someone explain to me how to approach this question?