Mortgage Payment Amortization Schedule
A mortgage payment amortization schedule provides details of the periodic payments which will be made on a loan and has been generated by an amortization calculator.
What is especially important is that these particular schedules should show the specific amount that will be borrowed along with the interest that will need to be paid. It will also show you exactly what each amount will be with regards to the part of the payment that is being put towards the principal balance. In most cases you will seen on these schedules that a large portion of the payment will be solely devoted towards paying the interest that is being earned on the mortgage and then as the mortgage matures so more of the payment will then be used towards paying off the actual principal amount that was originally borrowed.
As with any amortization schedule one that has been specifically produced for mortgage payments will run in chronological order. The first payment that it will assume that the user will make will take place a full month after the loan was originally taken out rather than on the first day of the loan. Plus the last payment that will be shown in your mortgage payment amortization schedule will show that this completely pays off the remainder of the mortgage and so in most cases this amount will be slightly different from all the payments that have gone before.
But as well as breaking these payments down into both their principal and interest portions it will also show what interest and what part of the principal balance that the borrower has paid to date. Plus it will provide the borrower with details of what the remaining principal balance is as at each payment date.
You will notice when looking at any mortgage payment amortization schedule that has been produced that generally in the first year the payments that you make to the lender will consist mainly of interest payments. It is only as the mortgage matures will you start to make more payments towards the actual principal balance (the amount which you actually borrowed originally).
What is vitally important is that you check the mortgage payment amortization schedule through carefully before you sign anything. Otherwise you may find yourself in a situation where you are unable to actually pay back what you owe in the first place.
Formula for working out interest
Interest is a fee paid for the use of someone else’s money. Interest is calculated on several formulas, but the most important one that you need to know, if you’re borrowing money, or have money in a savings account, is the Rule of 72.
Before we get to the Rule of 72, we’re going to define some terms. An interest rate is the percentage of the original amount of money that’s added to the balance (or charged to your account) each year. So, if you borrow 100 dollars at 5% interest, at the end of 1 year, you’ll owe 100 times 1.05 = 105 dollars. If you borrowed the money and paid it back over 2 years, you’d owe 100 time 1.05 times 1.05 = $110.25. As you can see, compound interest adds up pretty quickly!
When you take out a loan with a specified payment term (Say, 100 dollars, paid back in 2 years, at 5% interest), you’ll be making a payment each month for two years (24 payments total) with the sum equaling the 110.25 we derived earlier. That comes out to 110.25 divided by 24, or $4.59 per month.
Which brings us to the Rule of 72. Stated very simply, the Rule of 72 is a short hand way of doing compound interest. To find out how many years it will take for an loan’s interest to double the amount borrowed, divide 72 by the number of points of interest rate. For example, at 5% interest, you’d have 72/5, which is 14.4 – if you took 14.4 years to pay off that initial loan of 100 dollars, you’d end up paying a total of 200 dollars to your lendor.
Now, when you take out a certificate of deposit, or just put money in your savings account, the formula for interest works in your favor – to find out how long it will take your initial investment to double, divide 72 by your interest rate, and that’ll let you know what to expect. (This rule of 72 also illustrates why 401(k) with their employer matching funds, are such a good deal. When you contribute to your 401(k), your employer puts the same amount of money in – effectively doubling your investment instantly. With most annualized stocks averaging 8%, and most bonds hovering around 3-4%, you can see, by the Rule of 72, how much of a benefit that will be!)
The last thing to think about when you’re thinking about formulas for interest is inflation. To find out how much your nest egg is really growing by, subtract the inflation rate from your interest rate, then apply it to the Rule of 72. Thus, with inflation rates of around 3%, and investments getting about 8%, the net rate of increase is 8 minus 3 equals 5%, and 72 divided by 5 is about 14 to 15 years.