Borrowing money on what’s called ‘easy terms,’ is a one-way ticket to the Poor House. If you think it ain’t a Sucker Game, why is your Banker the richest man in your Town? Will Rogers
It is always a good idea to do your homework before you make a major purchase or enter into a financial transaction. The more you understand about the cost of borrowing before you borrow the better.
The concept of a loan is pretty straightforward: first you borrow money, and then you repay it. But the amount that you must repay is more than the amount you borrow. This is due to interest and fees, which is what a lender charges you for the use of its money. It is also referred to as a finance charge. A finance charge is the dollar amount that the loan will cost you.
Lenders generally charge what is known as simple interest. The formula to calculate simple interest is: principal x rate x time = interest (with time being the number of days borrowed divided by the number of days in a year). If you borrow a $2,500.00 loan with an interest rate of 5.00% for a period of one year, the interest you owe will be $125.00 ($2,500.00 x .05 x 1). This means you would repay a total of $2,625.00 ($2,500.00 + $125.00).
| Payments | Amount Applied to Interest | Amount Applied to Principal Balance | Principal Balance |
|---|---|---|---|
| Starting Balance: $2,500 | N/A | N/A | $2,500.00 |
| Payment 1: $109.69 | $10.42 | $99.26 | $2,400.74 |
| Payment 2: $109.69 | $10.00 | $99.68 | $2,301.06 |
| Payment 3: $109.69 | $9.59 | $100.09 | $2,200.97 |
Compounding Interest
Many loans are taken for many years, such as mortgages. During that time, the interest continues to accrue and may be added to the principal balance of the loan. Adding interest to the principal balance is known as compounding interest. Depending on the lender, interest can be added to the loan on a monthly, quarterly, semiannual or annual basis. It is always best to pay accrued interest before it is added to the balance of the loan. You will save money in the long run by doing so. If your lender compounds accrued interest annually over a period of four years on a $2,500.00 loan with an interest rate of 5.00%, you will end up having $538.78 added to the balance of the loan by the time you begin repayment. The more frequently a lender adds the interest to the principal loan balance, the more interest a borrower will pay. Look for a lender that does not compound the interest, or a lender that does so infrequently, and close to the time of your repayment.
APR (Annual Percentage Rate)
Federal law requires that lenders provide a Truth in Lending Act disclosure to consumers. This act requires the lender to disclose an annual percentage rate, or APR. The APR tells you the true cost of your loan, and is the cost of your credit expressed as a yearly rate. While the APR may not always include all costs, it does include the rate of interest being charged and all fees collected at the time the loan is made, so it is a reasonable indicator of the cost of your loan.
Other Fees
Some lenders charge additional fees, besides interest, for the privilege of borrowing money. Generally, these additional fees are a percentage of the loan amount that is deducted from the amount you receive, and they are charged immediately upon your receipt of the loan proceeds. For example, if the lender assesses a fee of 5% and the loan amount is $2,500.00, the fee will be $125.00 and you will receive $2,375.00. You must, however, pay back $2,500.00 to the lender. These fees are usually considered part of the finance charge; or, more specifically, a prepaid finance charge. Other charges to be aware of include late charges, loan processing fees, and deferment and forbearance fees. Not all lenders assess these fees. The key to understanding the fees associated with your loan is to read the credit agreement, also known as a promissory note or note. This is a contract between you and the lender that says the lender will loan you money and you will repay it. Read it carefully, and do not hesitate to discuss it with the lender.
Bankrate.com has a nice calculator you can get to at this link. https://www.bankrate.com/calculators/managing-debt/annual-percentage-rate-calculator.aspx
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