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Most logical value

  1. #1
    Alex
    Guest

    Most logical value

    I would like to know if there is a method of determining "the most
    logical" value in a table.
    These are some data that I put in the table below. These numbers are
    obtained from some dedicated software to compute the influence of an
    investment on some projects. I would like to fill in the gaps myself.
    I can add the data from column 10 en 20 and divide it by 2 to compute
    the value for column 15, but is there a better method?

    investment
    year 0 5 10 15 20 25 30
    2005 72,8 72,8 72,8 72,8 72,8 72,8 72,8
    2006 79,4 76,7 71,5 60,9 50,3
    2007 92,3 87,4 76,9 55,6 33,5
    2008 108,6 102,3 86,2 53,3 19,0

    Thanks,

    Alex

  2. #2
    Tom Ogilvy
    Guest

    Re: Most logical value

    That assumes a linear model. You can use linest to develop the coeficients
    for a non-linear model.

    You can see how Bernard Liengme solves for the coefficients of a polynomial
    curve using LINEST.

    http://www.stfx.ca/people/bliengme/E...Polynomial.htm


    --
    Regards,
    Tom Ogilvy


    "Alex" <[email protected]> wrote in message
    news:[email protected]...
    > I would like to know if there is a method of determining "the most
    > logical" value in a table.
    > These are some data that I put in the table below. These numbers are
    > obtained from some dedicated software to compute the influence of an
    > investment on some projects. I would like to fill in the gaps myself.
    > I can add the data from column 10 en 20 and divide it by 2 to compute
    > the value for column 15, but is there a better method?
    >
    > investment
    > year 0 5 10 15 20 25 30
    > 2005 72,8 72,8 72,8 72,8 72,8 72,8 72,8
    > 2006 79,4 76,7 71,5 60,9 50,3
    > 2007 92,3 87,4 76,9 55,6 33,5
    > 2008 108,6 102,3 86,2 53,3 19,0
    >
    > Thanks,
    >
    > Alex




  3. #3
    Alex
    Guest

    Re: Most logical value

    Tom Ogilvy wrote:
    > That assumes a linear model. You can use linest to develop the coeficients
    > for a non-linear model.
    >
    > You can see how Bernard Liengme solves for the coefficients of a polynomial
    > curve using LINEST.
    >
    > http://www.stfx.ca/people/bliengme/E...Polynomial.htm
    >
    >

    Thank you!
    In my model it should be sufficient to use TREND. I found it when I was
    looking at LINEST ;-)

    Alex

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