Web Reference: Problem 2 : Kristen has $500 in her savings account. She is able to save $50 each month. The function S (m) = 50m + 500 represents the amount of money in her savings account S as a function of time in months m. a) Find S (2). Explain what this represents in this problem. b) Find m such that S (m)=800. Explain what this represents in this problem. Interpret expressions with function notation in terms of the context that the function models. The pool also rents out lockers for $2 per week. The total cost of a membership and a rental is given by g(x) — 9x. a. Graph both functions. How is the graph offrelated to the graph of g? b. What is the difference between a 12-week membership if you get a locker and if you don't? Explain how you got your answer. e 100 0246 8 10 12 x Weeks
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