Amount charged by a lender to a borrower for a debt
Amount charged by a lender to a borrower for a debt
An interest rate refers to the amount charged by a lender to a borrower for any form of debt given, generally expressed as a percentage of the principal. The asset borrowed can be in the form of cash, large assets such as vehicle or building, or just consumer goods. In the case of larger assets, the interest rate is commonly referred to as “lease rate.”
Interest rates are directly proportional to the amount of risk associated with the borrower. Interest is charged as compensation for the loss caused to the asset due to use. In the case of lending money, the lender could’ve invested the money in some other venture instead of giving it as a loan. In the case of lending assets, the lender could’ve generated income by making use of the asset himself. Thus, in return for these lost opportunities, interest rates are applied as compensation.
Annual interest rate refers to the rate that is applied over a period of one year. Interest rates can be applied over different periods, such as monthly, quarterly, or bi-annually. However, in most cases interest rates are annualized.
Interest rate can also refer to the rate paid by the bank to its clients for keeping deposits in the bank.
The interest expense that is also known as the cost of borrowing money can be classified into the following two types:
This type of interest is calculated on the original or principal amount of loan. The formula for calculating simple interest is:
For example, if the simple interest rate is given to be 5% on a loan of $1,000 for a duration of 4 years, the total simple interest will come out to be: 5% x $1,000 x 4 = $200.
Compound interest is not just calculated on the basis of the principal amount but also on the accumulated interest of previous periods. This is the reason why it is also called “interest on interest.” The formula for compound interest is as follows:
P = Principal amount
i = Annual interest rate
n = number of compounding periods for a year.
Unlike simple interest, the compound interest amount will not be the same for all years because it takes into consideration the accumulated interest of previous periods as well.
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A nominal interest rate is one with no adjustments made for inflation. In other words, regardless of the rate of inflation in the economy, the interest received, for example, on a deposit, will be the same even after a given number of years.
A real interest rate takes the inflation rate into account. The repayment of principal plus the interest is measured on the basis of real terms compared against the buying power of the amount at the time it was borrowed, lent, invested, or deposited.
It’s important to factor in the effects of inflation on purchasing power because that’s the only way to know if you’re really earning a return from the interest being paid. For example, if you deposit money with a bank and earn a nominal 2% annual interest – if the inflation rate is 4%, then in terms of purchasing power, the money you have on deposit is actually losing 2% of its value every year. The real rate of return on an interest-bearing account is the nominal interest rate MINUS the rate of inflation. The stated interest rate is just the “nominal” rate, meaning “in name only” – i.e., not the REAL rate being earned.
Interest rates are influenced by the demand for, and supply of, credit in an economy. An increase in the demand for credit eventually leads to a rise in the interest rates, or the price of borrowing. Conversely, a rise in the supply of credit leads to a decline in interest rates. The supply of credit increases when there is an increase in the amount of money made available to borrowers. For example, when money is deposited in banks, it is in turn used by banks for investment activities or to lend it elsewhere. The more banks lend, the more credit availability there is. Due to this rise in the supply of credit, the cost of borrowing decreases.
The higher the inflation rate, the higher interest rates rise. That is because interest earned on money loaned must compensate for inflation. As compensation for a decline in the purchasing power of money that they will be repaid in the future, lenders charge higher interest rates.
In some cases, the government’s monetary policy influences the amount of interest rates. Also, when the government buys more securities, banks are injected with more money to be used for lending, and thus interest rates decrease. When the government sells these securities, money from the banks gets drained, giving banks less money for lending purposes and leading to a rise in interest rates.
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