Suppose now that the Happy Burgers food truck got destroyed because of torrential rain and is out of the campus market. In addition, Super Burgers has also decided to invest in advertising. Its MC of producing burgers is still $2. The market demand for burgers is now represented as Q=19-0.5p 0.5A2 , where Q represents quantity demanded of burgers, p is the per unit price and A is the total dollar advertising expenditure. If Super Burgers wants to maximize profits, what is the optimal quantity and optimal level of advertising? (hint: Profit= p(Q,A).Q-cQ-A. You need to find first p(Q,A) so that you plug this function into the profit function). What is the impact of advertising in the demand for burgers? Illustrate this impact graphically