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Geometric mean for rate of return

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    Geometric mean for rate of return

    I'm trying to calculate an annualized rate of return. I have a column of return percentages and i need a formula that will add 1 to all of the values then plug into the GEOMEAN function.

    Col D
    1 32.08%
    2 76.92%
    3 19.29%
    4 9.05%

    Basically I need to calculate ((1+D1)*(1+D2)*(1+D3)*(1+D4)*(1+Dn))^1/n

    I appreciate any help out there.

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    Re: Geometric mean for rate of return

    Use something like:

    =(A19*A20*A21*A22*A23*A24*A25*A26*A27*A28*A29)^(1/(COUNTIF(A19:A29,">" &1)))

    Where A19 = (1+D1).. etc.
    For cells that are blank or zero, A19 would become 1.
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    Modytrane

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    Re: Geometric mean for rate of return

    Quote Originally Posted by jcowan0921 View Post
    Basically I need to calculate ((1+D1)*(1+D2)*(1+D3)*(1+D4)*(1+Dn))^1/n
    First, the geometric mean is ((1+D1)*(1+D2)*(1+D3)*(1+D4)*...*(1+Dn))^(1/n) - 1 .

    You can array-enter (press ctrl+shift+Enter instead of just Enter):

    =GEOMEAN(1+D1:D4) - 1

    formatted as Percentage.

    Caveat: IIRC, there is some limitation in the use of GEOMEAN in this context. My recollection might be wrong. But if you encounter a limitation, you can array-enter the following instead:

    =PRODUCT(1+D1:D4)^(1/COUNT(D1:D4)) - 1

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    Re: Geometric mean for rate of return

    That did the trick. Thank you so much. And thank you for the corrections to the formula, too. You are, of course, absolutely correct.

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