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  • Excel Mortgage Payment Formula

    Posted on April 11th, 2010 admin No comments
    Chester Tugwell asked:


    1. Mortgage repayment calculations are possible is Excel using the PMT function.  The PMT function has the following arguments:

    Rate – this is interest rate on the mortgage loan divided by 12

    Nper – this is the term of the mortgage or the number of monthly repayments you will make. For example with a 25 year mortgage you would make 12 multipled by 25 monthly repayments.

    PV (present value) – is the mortage amount – the amount you have borrowed, expressed as a negative value.

    FV - you can leave blank. FV stands for future value.  As the future of the loan when it has be repaid will be zero and zero is the default for this argument it can be left empty.

    Type – here you state whether you will make the payment at the beginning or at the end of each month, type 1 if at the beginning or 0 if at the end.  Sorry no option for halfway through the month.

    2. An example.  John takes out a £250,000 mortgage over 25 years with an annual interest rate of 4.5%.  He will make his mortgage payment on the 1st of each month.

    Rate would be 4.5%/12

    Nper would be 25*12

    PV would be -250000

    Type would be 1

    3. To practice this example in Excel, in a blank spreadsheet enter the following data starting in A1.

    i) Rate goes in A1, 4.5% goes in B1 and so on for each row.

    Rate                 4.5%

    Term                25

    Mortgage         250000

    Repayment

    ii) Click into cell B4 – this is where we will calculate the monthly repayment

    iii) Now click on the fx button on the Excel formula bar just above the spreadsheet’s column headers. This will open the Insert Function dialogue box. In the search box type PMT and then click Go. Select PMT from the results list below and then click OK

    In the Rate box type B1/12

    In the Nper box type B2*12

    In the Pv box type –B3

    Leave the FV box empty

    In the Type box type 1

    iv) Click OK Your answer should be 1384.39



    MARION