. Question 18 V The cost, in dollars, to produce a: vats of ice cream is C(33) : 8:1: + 10. When selling them to ice cream shops, the price-demand function, in dollars per vat, is p(a:) : 86 3:1: Find the profit function. P(m) = How many vats of ice cream need to be sold to maximize the profit. Select an answer v Select an answer Find the maximum profit. gallons of ice cream I scoops of ice cream dollars Find the price to charge per t. vats of ice cream 0 Question 19 v For a small farm, the cost in dollars to produce a: containers of ice cream is C(33) = 0.52: -l 40. The price-demand function, in dollars, is 13(33) 2 17.07 0.0053: Find the profit function. me: How many containers of ice cream need to be sold to maximize the profit? Select an answer v Select an answer Find the maximum profit. scoops of ice cream I l containers of ice cream gallons of ice cream Find the price to charge per rofit. dollars 0 Question 20 v The cost, in dollars, to produce a: vats of ice cream is C(33) 2 10:1: + 9. When selling them to ice cream shops, the price-demand function, in dollars per vat, is p(:c) : 74 4:1: Find the profit function. P(:I:) : How many vats of ice cream need to be sold to maximize the profit. Select an answer gallons of ice cream vats of ice cream dollars scoops of ice cream