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$300 CSL SOON., page-132

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    EPS 2008-2009 AU$ 1.92
    EPS 2018-2019 AU$ 6.00


    Calculate CAGR.

    Cinch-ecated:

    r = (F/I)^(1/n) -1

    where:

    r is compound annual growth rate
    F is terminal value
    I is initial value
    n is the number of periods over which compounding occurs

    Ergo:

    r = (6.00/1.92)^(1/10) -1 = 12.1%pa

    Now, can you point to any post of yours where you said EPS growth was 12.1%pa over the past 10 years?

    (Or do you think whether something compounds at 9%pa or whether it does so at 12.1%pa over ten years essentially delivers similar order of magnitude outcomes?)
 
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