An apartment complex has 100 units. The monthly profit (in dollars) from renting out a apartments is given by the function P(x) = -1012 + 1780x - 40000 How many units should be rented out to maximize monthly profit? Answer: What is the maximum monthly profit? Answer: $ Check Find the critical point(s) of the function f(z) = (8 -10z) 20 , if any, leaving your answer(s) in exact form (no approximations). Enter DNE if there are no critical points. Answer: Critical point(s) = Check The cost of manufacturing & badminton rackets per day is given by the function C(x) = 550 + 61 + 0.000212 Each racket can be sold at a price of p dollars, where p = 11 - 0.0003x. Find the number of rackets to be manufactured which maximizes the daily profit for the company Answer: Check Consider the function f(z) = 1 Inc (a) Find the domain of f. Answer.( (b) Find the critical points. Answer. I = (c) Find the domains of increase and decrease. Increasing: ( Decreasing: (d) Find the inflection point. Answer: I; =