Question: A regression forecasting model has an intercept of 1,727 , a slope of 19.8, and a correlation coefficient of 0.83. Compute the forecast for period

A regression forecasting model has an intercept of 1,727 , a slope of 19.8, and a correlation coefficient of 0.83. Compute the forecast for period 10. That is F10. Your Answer: Answer The current period productivity is 115. Productivity in the previous period was 102. What was the productivity growth/reduction? If the growth rate was 8 percent, enter that as ".08" and not " 8% ". That is, do not multiply the value by 100. Your

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