When considering a personal loan, one important aspect to understand is how interest rates are calculated. Interest is the cost of borrowing money, calculated as a percentage of the loan amount. It's essentially a fee you pay the lender for the privilege of using their funds. This fee, added to your original loan amount (the principal), forms your total repayment obligation. Typically depicted as a percentage of the loan, the interest rate is calculated annually, known as the annual percentage rate (APR). Every Equated Monthly Instalment (EMI) consists of two components: a portion that goes towards the principal and another that covers the interest.
The initial EMIs have a higher interest portion, which decreases over time as the principal repayment portion increases. The method of interest calculation—flat rate or reducing rate—plays a pivotal role in determining the total interest outgo over the loan tenure.
Year | Principal (A) | Interest (B) | Total Payment (A + B) |
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A reducing rate of interest, also known as a diminishing interest rate, is calculated on the outstanding principal balance at the end of a specific period. As each EMI is paid, part of it goes towards reducing the principal, and the interest for the next period is calculated on the new principal balance. This means that the interest portion of the EMI decreases over time, leading to a lower total interest payment over the loan tenure.
A flat rate of interest is calculated on the initial principal amount throughout the loan tenure without considering the principal repaid. This method results in a higher total interest payment because the interest is computed on the full principal amount for the entire loan period, leading to a higher EMI compared to the reducing rate method.
Understanding the differences between these two interest calculation methods is essential for making informed decisions:
A flat interest rate calculator computes interest on the initial principal amount for the entire loan duration. The calculation formula is straightforward:
Principal (P)
Annual Interest Rate (I) - in percentage
Tenure (T) - in years
Calculation Formula:
Interest = (P * I * T) / 100
Amount to be Repaid = P + (P * I * T) / 100
EMI = (P + (P * I * T) / 100) / (T * 12)
This calculator provides clarity on the total interest and EMI you will be paying, making it easier to plan your finances.
A reducing interest rate calculator computes interest on the remaining principal amount at any given time using a more complex formula:
Calculation Formula:
EMI = [P * I * (1 + I)^T] / [(1 + I)^T - 1]
P: Principal amount
I: Monthly interest rate (Annual rate / 12 / 100)
T: Loan tenure in months
Total Interest = (Monthly EMI * T) - P
Total Amount = Monthly EMI * T
This calculator helps you understand how the reducing balance method lowers your total interest payment over time.
The flat rate vs reducing rate calculator is a valuable tool that allows you to compare both interest calculation methods, helping you decide which option is best for your personal loan. By inputting your loan details, such as the principal amount, tenure, and interest rate, you can quickly see the difference in interest payments between the two methods.
Here's how you can use the calculator to make an informed decision:
By using the flat vs reducing rate of interest calculator, you can make a well-informed decision regarding the most cost-effective interest calculation method for your personal loan. This tool simplifies the process, providing clear insights into how each method impacts your overall loan repayments.
When considering a personal loan, understanding the difference between flat and reducing interest rates is crucial. Each method affects the total interest outgo and EMIs differently, and selecting the right one can lead to significant savings. KreditBee’s flat vs reducing rate calculator is an essential tool for comparing these interest calculation methods, helping you make the best decision for your financial goals.
By using our calculator, you can ensure you choose the most favourable interest calculation method, thereby optimising your loan repayments and managing your finances more effectively.
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