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Total storage cost (similar to financial loan) calculation

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    Total storage cost (similar to financial loan) calculation

    Hi Peeps,

    Never thought I would need to write on an Excel forum but the day has come.

    I have to work out how much storage cost a client will pay depending on the tonnage of their cargo in the warehouse.

    The example that I have:

    The total tonnage (from here on referred as MT - Metric Tonnes) is 10 000MT.
    The storage cost / day is $0.15.
    The client removes at a daily rate 400MT and the storage is recalculated according to the tonnage remaining.
    The total days the client has cargo in storage is 25. 25 x 400 = 10 000.

    I have attached a sheet to make it easier to understand. The total cost over the period of 25 days should be $19,500.00. With FV (future value) calculation I have managed to recreate this cost, but then I have to use a NPER factor of slightly more 23, "=-FV((0.15/365),23.40045,400,10000)"

    This could be sheer luck and totally wrong, but in my understanding the NPER should be 25 days?

    Anyways, I would appreciate any assistance, my boss is already hot on my heels!!

    Kind regards,
    J
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    Re: Total storage cost (similar to financial loan) calculation

    I could be wrong but I think that the FV function compounds the interest, making it unsuitable for what you need.

    This method should be accurate.

    Formula: copy to clipboard
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    edit:-

    If you need it to take removal rates that are not exact factors of the total then it will need a different approach. I'll look at methods for that if required
    Last edited by jason.b75; 08-27-2015 at 10:55 AM.

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    Re: Total storage cost (similar to financial loan) calculation

    Formula,
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    This formula takes care even D4 is not exact multiple of D2.
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    Last edited by kvsrinivasamurthy; 08-27-2015 at 01:25 PM.

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    Re: Total storage cost (similar to financial loan) calculation

    Nonvolatile formula
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    Re: Total storage cost (similar to financial loan) calculation

    If the reduction in tonnes are linear, you can solve this algebraically - which results in the following formula

    Total cost = Daily rate * (Total tonnage * Days - Uplift rate * (Days -1) * Days / 2)
    where Days = Total Tonnage / Uplift Rate

    So in your case
    Formula: copy to clipboard
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