# Mortgage Payoff Calculator

The **Mortgage Payoff Calculator** is a handy tool that allows you to follow the repayment schedule of your mortgage loan. You can use this device in a multiple-way, so you can tailor to your preferences:

- set the mortgage term of a new or existing mortgage to find the required monthly payment and the exact date your loan will be paid off
- define your monthly payment, and you will receive the exact day your loan will be paid off
- specify the date you wish your loan to be paid off on and get the minimum monthly payment to reach your goal

In each case, you will receive further details in the form of your *total payment* amount and the *interest accrued*. You may also employ the device as a **mortgage payoff calculator with extra payment** if you provide an *additional monthly payment* or a *single lump-sum prepayment*. In both instances, you can set the related dates, which will provide you with a personalized *accelerated mortgage payoff schedule* that you can easily compare to the original plan. In this regard, you will receive more information, such as the *new payoff date*, the *length of time* until the payoff date, and how much faster you can pay off your mortgage in comparison to the original schedule.

The real value that this tool provides is the *interactive graph*, where you can follow both the original and the accelerated schedule, and the *amortization table* that you can set for monthly or yearly balances.

If you consider suspending your repayment, you may apply our deferred payment calculator to see how loan deferment would affect your costs and schedule.

## What is a mortgage?

Formally, a mortgage is a legal agreement where a financial institution lends money to a borrower, with the property that money purchases used as *collateral* until the *debtor* fully repays the loan. The role of the collateral is to protect the lender in case of *default*, that is, the lender can take ownership of the property if the debtor is unable to make the periodic payments (installments) on the agreed due dates.

Essentially, a mortgage consists of a loan amount (principal) and interest, which is the price of the loan paid to the *creditor*. In other words, a mortgage is a form of a personal loan that a financial institution provides specifically for the **purchase of a house**.

In general, the mortgage requires paying back an increasing amount of the principal, and a decreasing amount of interest, over the agreed term. For this reason, most mortgages are amortized loans. From the perspective of the lender, a mortgage is a type of annuity, which is based on the concept of the time value of money (which you can read more about in our TVM calculator). Therefore, we designed this mortgage payoff calculator to estimate an amortized type of mortgage. Still, it is worth to know that a loan might have another repayment structure that involves a different payoff mechanism. For more information regarding both even principal and balloon repayments, you may like to check out our loan repayment calculator.

## The mortgage payoff calculator - specifications

As you are now familiar with what a mortgage loan is, let's quickly review the calculator's specifications, and then learn how to use it:

**Mortgage balance**

This is the amount of the money lent out, and constitutes the principal to be paid off over the agreed upon period.

**Amortization or loan term**

This the interval over which the principal balance reaches zero. The longer its duration, the less you need to pay periodically, but the more you end up paying, since the bank charges interest for a longer period of time. It is important to note that the amortization term can be significantly shortened by *extra payments*. In such a case, the principal is paid off faster, so the interest charged becomes smaller.

**Interest rate**

This is the yearly interest rate, which is a nominal rate. Therefore it doesn't represent the real cost of the mortgage, since it doesn't incorporate additional factors that might alter the actual rate of interest charged on your mortgage. Such factors include the function of *compounding* and it's *frequency*, which indicates how often the interest is accrued on the principal. If compounding occurs more often than yearly, the actual interest charged in a year will be greater than the advertised figure. For a more accurate figure on how much interest you will have to pay, consider finding the Annual Percentage Yield (APY) or the Effective Annual Rate (EAR) of your loan. Another useful indicator is the Annual Percentage Rate (APR), which takes into consideration the fees and other charges involved in taking out the loan.

**Compounding frequency**

This is the regularity with which the lender applies the annual rate of interest to the principal's balance. The expression of compounding interest, however, is slightly misleading in this context. While savings accounts calculate compounding on both the interest earned and the principal, with amortization mortgages, the compounding effect is calculated solely on the current principal amount at the time of the calculation, and the entire interest is paid off with each payment.

## How to use the mortgage payoff calculator?

We designed this tool in a super simple way: follow the three steps below, and you will get your results immediately:

- Set the variable that you would like to specify. The three options are the following:

*remaining mortgage term*- set the mortgage term of a new or existing mortgage to find out the required monthly payment and the precise payoff date.*monthly payment*- define your monthly payment, and you will receive the exact payoff date.*desired payoff date*- specify your desired payoff date and get the minimum monthly payment required to reach your goal.

- After specifying the above, you can set the main specifications: the
*mortgage balance*(which in case of an existing loan is the remaining balance, or in the case of a new loan, is the original loan value),*mortgage term*,*interest rate*, and*compounding frequency*. - (Optionally) Set an
**accelerated payoff options**. Here you can specify two kinds of additional payments and the date they will be paid:

- extra monthly payment, which is the amount of money you add to the original monthly payment.
- lump-sum prepayment, which is a single repayment on a given day.

Therefore, by setting the additional payments, the tool becomes an early mortgage payoff calculator extra payment.

It is essential to know that in any case, when you put additional money in your mortgage, keeping the loan term the same, the extra cash directly flows to the principal part of the loan. Thus it immediately reduces the balance that is the base of the interest payment. In this way, you can significantly **reduce the charged interest**, and also you can pay off the loan earlier. Therefore, paying higher monthly payments or saving for bigger prepayments usually pay off at the end of the day.

## The mortgage payoff calculator with an extra payment - how to read the results?

When you prove all of the above variables, three sections will immediately appear, which are the following:

**Repayment details**

In this section, you can read the summary of your mortgage. You can find, for example, the *monthly payment amount*, when the mortgage *will be paid off*, the *total amount to be paid*, and *total interest charged*. Besides, you can compare the accelerated mortgage schedule with the original one if you set an *extra monthly payment*.

**Balances**

In this dynamic chart, you can find a *mortgage payoff schedule*, which includes how the *principal balance*, *total interest* and *total principal* changes each year. If you set *extra monthly payments*, you will see both the original and the modified figure, giving you an excellent base for comparison.

**Amortization Table**

The amortization table sums up the schedule of the mortgage loan, providing the *interest*, *principal*, and *closing balance*. You can choose between two schedules:

- Yearly amortization table
- Monthly amortization table

## Disclaimer

Remember, when taking a mortgage, you need **to consider all the possible costs** (i.e. taxes and insurances) that the bank charges or requires. It is particularly essential in case of long term mortgages combined with a low down payment.

The results of this calculator, due to rounding, should be considered as just a close approximation financially. For this reason, and also because of possible shortcomings, the calculator is created for instructional purposes only.

**monthly payment**is

**$600.75**, and you will

**pay-off**the loan on

**28.12.2046**.

**total payment amount**is

**$180,224.49**, with an

**interest payment**of

**$60,224.49**.

Due Date | Yearly Payment | Yearly Principal | Yearly Interest | Closing Balance |
---|---|---|---|---|

28.12.22 | 7,208.98 | 3,057.72 | 4,151.26 | 116,942.28 |

28.12.23 | 7,208.98 | 3,166.47 | 4,042.5 | 113,775.8 |

28.12.24 | 7,208.98 | 3,279.1 | 3,929.88 | 110,496.71 |

28.12.25 | 7,208.98 | 3,395.72 | 3,813.26 | 107,100.98 |

28.12.26 | 7,208.98 | 3,516.5 | 3,692.48 | 103,584.48 |

28.12.27 | 7,208.98 | 3,641.57 | 3,567.41 | 99,942.91 |

28.12.28 | 7,208.98 | 3,771.09 | 3,437.89 | 96,171.82 |

28.12.29 | 7,208.98 | 3,905.22 | 3,303.76 | 92,266.61 |

28.12.30 | 7,208.98 | 4,044.11 | 3,164.87 | 88,222.49 |

28.12.31 | 7,208.98 | 4,187.95 | 3,021.03 | 84,034.54 |

28.12.32 | 7,208.98 | 4,336.9 | 2,872.08 | 79,697.64 |

28.12.33 | 7,208.98 | 4,491.15 | 2,717.83 | 75,206.49 |

28.12.34 | 7,208.98 | 4,650.89 | 2,558.09 | 70,555.6 |

28.12.35 | 7,208.98 | 4,816.31 | 2,392.67 | 65,739.29 |

28.12.36 | 7,208.98 | 4,987.61 | 2,221.37 | 60,751.68 |

28.12.37 | 7,208.98 | 5,165 | 2,043.98 | 55,586.68 |

28.12.38 | 7,208.98 | 5,348.71 | 1,860.27 | 50,237.97 |

28.12.39 | 7,208.98 | 5,538.94 | 1,670.04 | 44,699.03 |

28.12.40 | 7,208.98 | 5,735.95 | 1,473.03 | 38,963.08 |

28.12.41 | 7,208.98 | 5,939.96 | 1,269.02 | 33,023.13 |

28.12.42 | 7,208.98 | 6,151.22 | 1,057.76 | 26,871.9 |

28.12.43 | 7,208.98 | 6,370 | 838.98 | 20,501.9 |

28.12.44 | 7,208.98 | 6,596.57 | 612.41 | 13,905.33 |

28.12.45 | 7,208.98 | 6,831.18 | 377.79 | 7,074.15 |

28.12.46 | 7,208.98 | 7,074.15 | 134.83 | 0 |