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PMT Causing Confusion

  1. #1
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    PMT Causing Confusion

    Hi,

    I am trying to fix a spreadsheet for a friend and I have come across the function PMT for the first time.

    This is the sum.

    =-PMT(Q4/(V13*100),Q23,Q22)


    Q4 = 10.00
    V13 =12
    Q23 =33
    Q22 = 2274.92

    Could someone explain how to do this on a calculator so that I can understand it better please?

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    Re: PMT Causing Confusion

    Quote Originally Posted by timbo1957 View Post
    =-PMT(Q4/(V13*100),Q23,Q22)
    Q4 = 10.00
    V13 =12
    Q23 =33
    Q22 = 2274.92
    Could someone explain how to do this on a calculator so that I can understand it better please?
    See the math formula in the PV function help page, and solve for "pmt". In Excel:

    =Q22*((1 + (Q4%/V13))^Q23) * (Q4%/V13)/(((1 + (Q4%/V13))^Q23) - 1)

    The colored parentheses are intended to help you understand the order of operations. They are redundant in Excel, due to operator precendence rules. So I usually eschew them because they make the formula harder to read, IMHO.

    Note that Q4/(V13*100) can be written Q4/100/V13, which can written Q4%/V13. IMHO, it would be better to put 10% into Q4 and simply write Q4/V13. On a calculator, we might enter 0.1 instead of 10%.

    But you do not explain what you want to understand; and I do not see how that math formula helps.

    If you are wondering why PMT returns a negative value, the reason is: by convention, cash flows are oppositely signed values to distinguish inflows and outflows. But the choice of signs is arbitrary.

    One interpretation of your original formula is: it calculates the monthly payment to reduce a loan of 2274.92 at 10% annual interest to zero in 33 months. Is that what you intended?

    But in the UK, the annual rate might be stated as an effective (compounded) rate. I believe it depends on the type of loan. If that is the case here, the monthly rate is RATE(12,0,-1,1+Q4%) or (1+Q4%)^(1/12)-1 instead of Q4%/12.

  3. #3
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    Re: PMT Causing Confusion

    Thanks joeu2004,

    I was just puzzled as to how it worked if you did it on a calculator. I tried and failed every time this helps a lot many thanks.

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