What Is Annualised Interest Rate on a Loan?

The annualised interest rate on a loan is the interest rate that is charged on a yearly basis on the amount borrowed. It enables the borrower to easily comprehend the interest charged on the loan amount on a yearly basis irrespective of the payment cycle followed. The RBI requires lenders to mention the annualised interest rate in the loan agreement, which helps the borrower compare and better understand the loan they are availing.

Key Takeaways: 

1. An annualised interest rate is the amount of interest payable for a loan over a year.
2. This measure helps to compare different loan offers based on their repayment schedules.
3. Loans can have either a fixed or a floating interest rate.
4. Moreover, when comparing loan offers, look at APR, as it often incorporates costs in addition to the interest rate, thus representing the overall cost of a loan.

What Is an Annualised Interest Rate?

An annualised interest rate is a percentage of the interest charged over a loan for one year. It represents the annual cost of a loan to the borrower. Hence, it helps to understand the interest rate of the loan if the EMI is being paid on a monthly basis. So, a loan with an annualised interest rate of 10% indicates that the annual interest rate charged on the loan is 10%. However, the actual interest paid could be different, as it also depends on the loan amount, repayment period, method of calculating the interest and the repayment schedule. It is a good parameter to compare different offers for a loan.

How Is an Annualised Interest Rate Calculated?

APR, or Annual Percentage Rate, represents the yearly cost of the transaction as a percentage derived from the amount of interest and any additional charges the borrower can expect to pay. This information allows them to understand how much they will be paying back to the lender after borrowing a specific amount of money.

Formula:

APR = {(Total Interest + Total Fees)/Loan Amount/Loan Term (in days)} × 365 × 100

For instance, if you borrow ₹50,000 and the total amount of interest and fees you have to pay for 365 days is ₹6,000,

Then,

APR = [(₹6,000 / ₹50,000) / 365] × 365 × 100 = 12%

So, the APR for this case would be 12%. Comparing APR of different deals will help you get an overall idea of how much money you will have to overpay to borrow money from a certain lender for some time, considering the interest and other fees, and choose the most cost-effective option.

What Are The Different Types Of APR?

APR can be divided into two main categories: fixed and variable. The former’s peculiarity is that it remains constant throughout the life of the loan, while the latter is characterised by fluctuations.

These two types of APR are essential because they allow the borrower to make the right choice when selecting the loan terms and conditions. It depends on the person’s financial situation, preferences, and risk tolerance. By understanding how APR works, the borrower will be able to choose between variable and fixed APR. The best option for someone who cannot afford to cover expenses under a floating rate is a fixed APR. As for the variable APR, it can be beneficial if the rates decrease; however, they can also rise.

What Is The Difference Between APR, Nominal Interest Rate & Daily Periodic Rate?

APR, nominal interest rate, and daily periodic rate differ from each other in terms of the concept of borrowing money from the banks. Understanding the difference will help to evaluate the costs of loans correctly.