COMPUTER PROBLEM-SOLVING IN - Oakland University

The fit from part b and forecast from part c are OK, but not great. As we saw earlier this term, the Excel exponential curve fit uses a short cut that doesn’t always provide the “best” fit. Now, fit the best exponential curve by minimizing the sum of errors squared using Solver. What is this equation? Forecast year 13 (2013) using this ... ................
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