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(4 points) A theater manager graphed weekly profits as a function of the number of patrons and found that the rotationship was linear, One week proft was $10,137 when 1322 patrons attended. Another week 1542 patrons produced a profit of $12.007 (c) Find the weekly proht. Plat), where is the number of patrons. PC) (b) How much will profit increase it more patron goes to the theaters to What is the break-even point? in other words, how many patrons are necessary in order to break even? The theater wil break even when there are patrons (d) If the weekly profit was $14.982, then there were patrons that attended the theater Note: You can eam partial creat on this problem Previous Problem Problem List Next Problem (5 points) In a college meal plan you pay a membership fee, then all of your meals are at a fixed price per week. If 20 meals cost $154 and 60 meals cost $254 answer the following questions a) Find C(n), a function for the cost of a meal plan in dollars, where n is the number of meals. a C(n) 2.75.99 b) What is the membership fee? per meal c) What is the price per meals d) Find the cost for 40 meals $ e) Determine the maximum number of meals you can Buy on a budget of $300. Maximum number of meals implies if you find that 39, then you can buy a maximum of 3 meals. You must truncate any decimal solutions (which is different from rounding) meals

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