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For each of the scenarios below, analyze the LONG-TERM BEHAVIOR of the function by making a table of values of progressively larger values for the input. Discuss what is happening to the function as the input approaches infinity, both mathematically (in terms of the ratios themselves) and in the context of the scenario. Scenario 1: A Medical model The concentration of a medication in a patient's bloodstream, in mg/mL is a function of 3t 2+4 time. It can be approximated by the function C = f(t) = where t is the time, in hours, since the medication was administered. Scenario 2: A Business model A luthier working for a major guitar manufacturer is considering starting his own company. He estimates that to produce his guitars he will have to spend $600,000 in startup costs to build his shop, and once he reaches production, each guitar will cost $500 to make. The average cost per guitar, in thousands of dollars, if he produces n 600+0.5n n guitars can be modeled as AC = f(n) =