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Max IRR based on Exit Year

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    Max IRR based on Exit Year

    Hi Guys

    I am currently trying to find a built in excel formula/function (not very experienced with Macro's just yet) which will allow me to find out the year in which I am able to maximise my Levered IRR (Cell C34) based on the exit year input assumption (orange highlighted cell C12). Basically, I am looking for a way of finding this without having to go into Cell C12 and manually click Year 4 or 5 or 6 etc. to find out which of the years provide the highest IRR. Perhaps some "IF" combination including the "LARGE" function as well?

    Any help or suggestions on this issue and/or the model itself would be greatly appreciated!

    Regards

    SilverBullet
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    Re: Max IRR based on Exit Year

    Bump - any help here please?

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    Re: Max IRR based on Exit Year

    I don't use these tools in my own work, but I could see Scenario Manager or a Data Table (under What if Analysis tools) being used for something like this.

    Scenario manager: Create each scenario (3, 4, 5, 6, 7 years), then run the summary report for the scenario manager and see which scenario has the highest IRR. http://www.techrepublic.com/article/...analysis-tool/
    One variable data table: http://www.excel-easy.com/examples/data-tables.html

    At this point, I would probably lean towards the data table analysis.
    Quote Originally Posted by shg
    Mathematics is the native language of the natural world. Just trying to become literate.

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    Re: Max IRR based on Exit Year

    Awesome thanks the Data Table rec. was great (its a lot easier to set up than I initially thought) - any chance you work with solver? I would like to use solver to max out the IRR?

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    Re: Max IRR based on Exit Year

    I use Solver frequently. In this case, when I tried Solver, it gave me errors whenever Solver would try non-integer values (even with a criteria of C12=int). With only three possible input values, a brute force try all three algorithm (instead of the more sophisticated algorithms that Solver uses) seemed much more effective.

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