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M3. A variable (y) has an initial value of 14-0 and is growing through time (x) as shown in the following table -- Levelofy: mm 573.44 917.504 144440044 Draw a reasonably accurate (i.e. scaled appropriately) graph of y as a function of x, using the values above. By looking at the graph, what can you infer about the growth rate of y? In particular, does it appear to be increasing, decreasing, or constant? Draw another reasonably accurate graph, this time taking ln (y) as the dependent variable (and keeping x as the independent variable). How can you interpret this graph and what can you infer about the growth rate of y from it? Explain why we often use an In scale to graph a variable growing through time. Calculate the actual year-to-year changes and growth rates of y. Is this in line with your conclusions from the graphs