Exles of the average median mode geometric mean harmonic often investors ystanagers use the term average when discussing returns or potential growth rates unfortunately there is can be a bit of our first simple exle will ilrate the problem of reing arithmetic mean as average return a chart of dividend growth rates for eon mobil between 2001 to 2016 excel s irr function calculates the internal rate of return for a cash flows uming equal size payment periods using exle shown

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Once G Has Been Obtained We Then Proceed To Calculate The Arithmetic Average Of Annual Dividend Which Can Be Done As Follows

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The Correct Geometric Mean Will Always Be Smaller Than Incorrect Arithmetic Precisely Because Is Taking Pounding Into Account

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You Already Know That Calculating Exponential Growth From A Starts With Nonpositive Numbers Zero Or Negative Is Impossible

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As It Turns Out We Can Get A Growth Value From The Charting Process Itself

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By Its Initial Investment After That Boost The Oute To Power Of One Then Divide It Length Time At Last Deduct Out

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In Most Systems The Initial Growth Is Slow Lag Phase And It Increases Rapidly Thereafter At An Exponential Rate

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