Calculate balloon payment for a mortgage or loan due after a series of regular payments. When the periodic payments is not large enough to fully amortize a loan in the time allotted, the final payment will be larger than the periodic payment. The final payment, in this case, is known as a balloon payment.
I am looking for an Excel worksheet example of a loan schedule with a balloon payment at the end. My internet search has not found much on the subject; and generally returns results about traditional loan payment schedules. I want to create a worksheet rather than use a loan calculator found on the web as well.
A balloon loan, sometimes referred to as a balloon note, is a note that has a term that is shorter than its amortization. In other words, the loan payment will be amortized, or calculated, for a certain amount of years but the loan will be paid off before all payments calculated are made, thus leaving a balance due.
A balloon loan or balloon mortgage payment is a payment in which you plan to pay off your auto or mortgage loan in a big chunk after a number of small regular monthly payments. Believe it or not, a loan amortization spreadsheet was the very first Excel template I downloaded from the internet.
A loan is the sum of money borrowed at a given rate of interest which is to be paid in periodic installments (monthly, semi annually or annually). The amount of installments may or may not be equal.
Balloon Loan Calculator This tool figures a loan’s monthly and balloon payments, based on the amount borrowed, the loan term and the annual interest rate. Then, once you have calculated the monthly payment, click on the "Create Amortization Schedule" button to create a report you can print out.
Calculate balloon mortgage payments. They often have a lower interest rate, and it can be easier to qualify for than a traditional 30-year-fixed mortgage. There is, however, a risk to consider. At the end of your loan term you will need to pay off your outstanding balance. Use this balloon mortgage calculator to view the change in principal over.
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