Rs. 40,000 to Rs. 55 lakh
Check your pre-approved offer and other benefits
Enter mobile and OTP | Check offer | Know your exact EMI
Disclaimer
Results generated by the calculator(s) are indicative in nature. The interest rate applied on the loan will depend on the prevailing rates at the time of loan booking.
The calculator(s) is not intended to provide its users/ customers with results that are either certified by Bajaj Finance Limited (“BFL”) or are an obligation, assurance, warranty, undertaking or commitment, financial and professional advice by BFL, under any circumstances. The calculator(s) is only a tool that assists the users/ customers arrive at the results of various illustrative scenarios generated from data input by the user/ customer. The use of the calculator is entirely at the risk of the user/ customer, BFL is not responsible for any reason, for any errors in any outcome resulting from the use of the calculator.
What is an interest rate calculator?
-
An interest rate calculator helps you find the interest you earn or pay on a financial transaction. You enter details such as the principal amount, interest rate, time, and compounding frequency to calculate interest accurately. With our loan interest calculator, you can complete your monthly interest calculation easily. You can see exactly how much interest you need to pay over your personal loan tenure. You simply enter a few details about the credit you need and get clear information on EMI, total interest payable, and more.
Our online calculator helps you plan better by allowing you to calculate interest rates, EMIs, and repayment amounts quickly and efficiently.
How to calculate interest on loan using interest calculator offered by Bajaj Finance?
-
The online monthly interest calculator helps you calculate EMIs and interest quickly from home. You do not need to manually apply the interest calculator formula. A Bajaj Finance loan interest rate calculator offers a simple and user-friendly interface. You can follow these three steps to use it:
Step 1: Enter the loan amount you want to borrow.
Step 2: Enter the interest rate applicable to your loan.
Step 3: Select the repayment tenure and get instant results.You can also use reverse calculation to find the interest rate using EMI, tenure, and total repayment amount.
Methods of calculating interest
You can calculate interest using two main methods: simple interest and compound interest.
1. Simple interest
Simple interest calculates interest only on the principal amount. It stays the same throughout the loan period. It does not include interest on previously earned interest. You usually use it for short-term loans or investments.
Simple interest formula
A = P (1 + RT)
Interest = A – P
Where:
A = Total amount
P = Principal amount
R = Rate of interest
T = Time in years
Simple interest example
If you borrow Rs. 100,000 at 10% annual simple interest for five years, the interest becomes Rs. 50,000. The total repayment becomes Rs. 150,000. This shows how simple interest helps you plan repayments clearly.
2. Compound interest
Compound interest calculates interest on both the principal and the accumulated interest. It grows over time and is commonly used for long-term loans and investments.
Compound interest formula
A = P (1 + r/n) ^ nt
Interest = A – P
Where:
A = Total amount
P = Principal amount
R = Rate of interest
N = Number of compounding periods per year
T = Time in years
Compound interest example
If you borrow Rs. 100,000 at 10% annual interest with quarterly compounding for five years, the interest becomes Rs. 61,051.02. The total repayment becomes Rs. 161,051.02. This shows how compounding increases the total repayment over time.
Difference between simple interest and compound interest
-
Aspect
Simple interest
Compound interest
Calculation method
You calculate interest only on the principal amount invested or borrowed.
You calculate interest on both the principal amount and the accumulated interest over time, which creates interest on interest.
Formula
Simple interest = Principal × Rate × Time
Compound interest = Principal × (1 + Rate / n) ^ (n × Time) − Principal
Growth pattern
It follows a linear growth pattern, so the interest amount remains constant throughout the loan or investment period.
It follows an exponential growth pattern, so the interest amount increases over time.
Impact on returns
It usually results in lower returns compared to compound interest, especially over longer periods.
It usually results in higher returns compared to simple interest over time due to compounding.
Frequency of interest
You typically calculate interest on the principal for the full period without adding previous interest to the principal.
You calculate interest at regular intervals, such as annually, semi-annually, quarterly, or monthly, and add it to the principal for future calculations.
Read more: Simple Interest v/s Compound Interest
Advantages of using a loan interest rate calculator
-
Using an interest calculator to compute EMIs gives you quick and accurate results. It helps you plan your finances better before you apply for a personal loan. You can compare different loan options and choose the most affordable one. An interest calculator for a loan is a useful tool that helps you understand the total cost of borrowing. Here are some key benefits of using an interest calculator:
Accuracy:
The interest calculator provides precise calculations. It shows accurate figures for interest and repayments, reduces errors, and gives reliable financial information.
Time efficiency:
You get results quickly, which saves time and helps you make informed decisions without delays in financial planning or the loan application process.
Financial planning:
The calculator provides clear repayment estimates. This helps you plan your budget properly and manage your finances while meeting repayment obligations on time.
Comparison tool:
You can compare loan offers from different lenders easily. This helps you make better decisions based on interest rates, repayment terms, and total borrowing costs.
Cost-effectiveness:
An interest calculator and personal loan calculator help you evaluate different loan options. This allows you to choose a solution that fits your financial needs and reduces overall borrowing costs.
Informed decisions:
The calculator gives you complete information about interest and repayments. This helps you understand the total cost of borrowing and make better financial decisions with confidence.
Other Calculators
Frequently asked questions
Overview
Interest rates
Financial concepts
How to use an interest calculator?
To use an interest calculator, you enter the loan amount, interest rate, and repayment tenure. The calculator instantly displays the monthly interest, EMI, and total repayment amount. This helps you compare loan options, adjust the tenure, and understand affordability. Using an interest calculator reduces manual errors and supports better financial planning before borrowing. It also gives you clear visibility of repayment obligations and long-term borrowing costs.
How can an interest calculator help you?
An interest calculator helps you estimate EMIs, monthly interest, and total repayment before applying for a loan. It allows you to test different loan amounts and tenures, plan budgets accurately, and avoid over-borrowing. This tool supports informed decision-making by clearly showing the financial impact of interest rates on repayments.
How can I calculate interest rates?
You can calculate interest rates using standard formulas or online calculators. By entering the principal amount, tenure, and interest rate, you can find the interest payable and the EMI. Online tools simplify this process by automatically applying formulas, saving time and reducing calculation errors while helping borrowers understand repayment costs more clearly.
How do you calculate the monthly interest amount?
To calculate monthly interest, multiply the outstanding loan balance by the annual interest rate and divide by twelve. This shows the interest charged for that month. EMI calculators perform this automatically, adjusting the monthly interest as the principal reduces, helping borrowers track the repayment structure and understand how interest and principal components change over time.
How do you calculate simple interest on an 11% interest rate?
Simple interest is calculated using the formula: Principal × Rate × Time. For an 11% rate, multiply the principal by 0.11 and the loan duration in years. This method does not compound interest and is commonly used for short-term loans or for basic financial calculations to understand interest costs.
How to calculate a fixed interest rate?
A fixed interest rate remains constant throughout the loan tenure. To calculate interest, apply the agreed rate to the loan principal for the entire period. EMIs stay unchanged, offering predictable repayments. Fixed-rate calculations are more straightforward and more stable, especially during volatile market conditions when floating rates may fluctuate significantly.
How do you calculate interest for half-yearly?
To calculate half-yearly interest, divide the annual interest rate by two and apply it for six months. Use the outstanding principal to find interest for that period. In compound interest, compounding occurs twice a year, increasing total interest compared to annual compounding, especially for long tenures.
What are the factors that affect personal loan interest rates?
Personal loan interest rates depend on credit score, income stability, employment type, loan amount, tenure, and lender policies. Market conditions, inflation, and RBI rates also influence pricing. Borrowers with strong credit histories and stable income usually receive lower rates, while higher-risk profiles attract higher interest rates to compensate lenders for the increased default risk.
What is the meaning of the real interest rate?
The real interest rate refers to the interest rate adjusted for inflation. It shows the actual purchasing power of money earned or paid on a loan or investment. The real interest rate equals the nominal interest rate minus the inflation rate, helping borrowers and investors understand the actual cost or return in economic terms.
What is the difference between fixed and floating interest rates?
A fixed interest rate remains constant throughout the loan tenure, offering predictable EMIs; a floating interest rate changes with market conditions, RBI rates, or benchmarks. Fixed rates provide stability, while floating rates may start lower but can increase or decrease over time, affecting monthly repayments.
What uncontrollable economic factors affect interest rates?
Uncontrollable factors affecting interest rates include inflation, RBI monetary policy, economic growth, global market conditions, and government fiscal policies. Changes in repo rates, liquidity, and inflation expectations directly influence lending rates. Borrowers cannot control these factors but should monitor trends to choose suitable loan timing and interest structures wisely.
What controllable factors determine the interest rate on loans?
Controllable factors include credit score, income stability, employment type, loan amount, tenure, and existing liabilities. Maintaining good credit behaviour, making timely repayments, keeping debt low, and maintaining a stable income improve eligibility for lower interest rates. Borrowers can actively manage these factors to negotiate better loan terms and reduce borrowing costs.
How can I secure better interest rates on my loan?
To secure better interest rates, maintain a high credit score, repay dues on time, keep credit utilisation low, and avoid frequent loan applications. Compare lenders, choose a suitable tenure, and negotiate where possible. Applying with a stable income and minimal existing debt improves bargaining power and increases chances of lower interest rates.
What is a return calculator?
A return calculator helps estimate investment returns based on the amount invested, the time period, and the expected rate of return. It shows maturity value, total gains, and growth trends. Investors use return calculators to compare options, plan financial goals, and understand how investments grow over time with compounding.
How is CAGR calculated?
CAGR, or Compound Annual Growth Rate, is calculated using the formula: (Ending Value ÷ Beginning Value)^(1 ÷ Number of Years) minus one. It shows the average annual growth rate of an investment over time, smoothing out fluctuations and helping accurately compare long-term performance across different investment options.
How is FV calculated?
FV, or Future Value, is calculated using the formula: FV = PV × (1 + r)^n, where PV is the present value, r is the interest rate, and n is the number of periods. It estimates how much an investment or savings will grow over time with compounding.
What are the factors affecting personal loan EMI calculation?
What is the power of compounding?
The power of compounding refers to earning interest on both the principal and previously earned interest. Over time, compounding significantly increases investment value or loan cost. The longer the duration and the higher the rate, the stronger the effect, making early investing beneficial and long-term borrowing more expensive if not managed carefully.
How do I convert a number to a percentage?
To convert a number into a percentage, multiply it by one hundred and add the percent symbol. For example, 0.25 becomes 25%. Percentages are widely used in finance to express interest rates, growth, discounts, and ratios, making comparisons easier and calculations more understandable in everyday financial decisions.
Related articles
Disclaimer
Results generated by the calculator(s) are indicative in nature. The interest rate applied on the loan will depend on the prevailing rates at the time of loan booking.
The calculator(s) is not intended to provide its users/ customers with results that are either certified by Bajaj Finance Limited (“BFL”) or are an obligation, assurance, warranty, undertaking or commitment, financial and professional advice by BFL, under any circumstances. The calculator(s) is only a tool that assists the users/ customers arrive at the results of various illustrative scenarios generated from data input by the user/ customer. The use of the calculator is entirely at the risk of the user/ customer, BFL is not responsible for any reason, for any errors in any outcome resulting from the use of the calculator.