Arestaurant sells an average of 25 bottles of wine per night, with a variance of 25. assuming the central limit theorem applies, what is the probability that the restaurant will sell more than 600 bottles in the next 30 days? (hint: if x is a random variable indicating one day sale, then assume x ∼ poisson(λ = 25); use related d, p, q, and r functions to get the numerical answer.)