If plotted, the following sales series would appear curvilinear. This indicates that sales are increasing at a somewhat constant annual rate (percent). To fit the sales, therefore, a logarithmic equation should be used.
Year | Sales ($ millions) |
||
2007 | 8.0 | ||
2008 | 10.4 | ||
2009 | 13.5 | ||
2010 | 17.6 | ||
2011 | 22.8 | ||
2012 | 29.3 | ||
2013 | 39.4 | ||
2014 | 50.5 | ||
2015 | 65.0 | ||
2016 | 84.1 | ||
2017 | 109.0 | ||
1) Determine the logarithmic equation.
y = _____ + ______t
2) Determine the coordinates of the points on the logarithmic straight line for 2007 and 2014.
Points (antilog) for 2007: _____
Points (antilog) for 2014: ______
3) By what percent did sales increase per year, on the average, during the period from 2007 to 2017?
Increased sales: _____%
4) Based on the equation, what are the estimated sales for 2018?
Estimated sales (antilog) $_______ millions
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