The most popular movie streaming service is Netflix. Netflix members pay a monthly

fee and are then entitled to stream as many hours of programming as they wish. You$$ve

been hired by Netflix to determine the profit$-$maximizing monthly fee. You estimate that

each customer$$s inverse demand for streaming is given by

P Q $=0\mathrm{.}560\mathrm{.}0112,$

where

Q is measured in hours of streaming time. What is the most you should charge for a

monthly Netflix membership? $($You may assume Netflix can provide an hour of

streaming at essentially zero marginal cost.$)$