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For some constants A and B, the rate of production R(t), of oil in a new oil well is modeled by: R(t) = A + Be^(-t) * sin(2πt) Where t is time in years, A is the equilibrium rate, and B is the "variability" coefficient. a) Find the total amount of oil produced in the first N years of operation (where N is an integer) b) Find the average amount of oil produced per year over the first N years (where N is an integer) c) From your answer to part (b), find the average amount of oil produced per year as N→∞
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