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Kiisu Buraun
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I'm retired. Bought the farm -- literally (in NE Texas). I'm a boomer, not a depression era kid (it was my parents who lived through that mess). So I'm exaggerating a bit when I state that the "Great Depression" ran into the late 50's where I grew up (the Appalachia of the West). But I did go... More
  • The Gory Details: When is AADGR the same as DGR? 0 comments
    Jun 25, 2011 8:23 AM

    When is the Average Annual Dividend Growth Rate (AADGR) the same as the Dividend Growth Rate (DGR) for the entire time period?
    In other words, when is:

                 divt0+1/divt0-1) =


    Where divt
    m is the dividend payment for time period m.



            AVERAGE(a; b; c; d; …; z)

    is a shorthand notation for:

            (a + b + c + d + … + z)
            / (number_of_terms)


    But if the individual terms, a, b, c, …, z  are all equal, then:

            (a + b + c + d + … + z)
            / (number_of_terms) =
            (a + a + a + a + … + a)
            / (number_of_terms)



            (a + a + a + a + … + a)
            / (number_of_terms) = a



            divtn/divtn-1-1 =
            divtn-1/divtn-2-1 =
            … =
            divt0+1/divt0-1 =


    Or for any sequential dividend payments, divtm and divtm-1

            divtm/divtm-1-1 =
            (divtn/divt0) ^(1/(tn-t0)) -1


    Summary: If the AADGR is composed of a series of exactly equal annual DGRs, then the AADGR for the time period is the same as any individual annual DGR which is also the same as the DGR for the entire time period.

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