When to Use This Tool
If you're planning to apply for a personal loan for expenses like home appliances, renovations, travel, or education, you'll want to know your monthly payment and total interest. Using our personal loan calculator, simply enter the loan amount, annual interest rate (APR), and repayment term to instantly see your monthly payment and total interest, helping you decide if the loan is worth it.
How to Use This Calculator
- Open our personal loan calculator to find the input fields.
- Enter your total borrowing amount in the "Loan Amount" field, such as
100000. - Enter the rate provided by your bank or lender in the "Annual Interest Rate (%)" field, such as
6 (do not include the percent sign). - In the "Loan Term" field, select or enter the number of months (e.g., 24 months), or select "Years" and enter the number of years. Note: Most personal loans are repaid monthly, so using months is recommended.
- Select the Repayment Method: Personal loans typically default to "Fixed Payment" (amortized with consistent monthly payments). If you want to compare it with "Fixed Principal" (monthly payments decrease over time), you can switch the option.
- Click the "Calculate" button. The results area on the right will display: Monthly Payment, Total Interest, and Total Repayment.
Complete Example / Step-by-Step Guide
Primary Example: 100,000 loan, 6% APR, 24 months, Fixed Payment
- Enter
100000 for "Loan Amount" - Enter
6 for "Annual Interest Rate (%)" - Select "Months" and enter
24 for "Loan Term" - Select "Fixed Payment" for the repayment method
- Click Calculate
The calculator uses the following formula:
Monthly Payment = Loan Principal × [Monthly Rate × (1 + Monthly Rate)^Number of Periods] / [(1 + Monthly Rate)^Number of Periods - 1]
Monthly Rate = Annual Rate / 12 = 6% / 12 = 0.5% = 0.005
Substituting the values:
Monthly Payment = 100000 × [0.005 × (1.005)^24] / [(1.005)^24 - 1]
First, calculate (1.005)^24 ≈ 1.12716, then substitute:
Monthly Payment = 100000 × [0.005 × 1.12716] / [1.12716 - 1] = 100000 × 0.0056358 / 0.12716 ≈ 100000 × 0.04431 ≈ 4,431
Interpreting the Results: You pay a fixed amount of 4,431 per month. Over 24 months, your total repayment is 4,431 × 24 = 106,344, of which the total interest is 6,344. This means your cost of borrowing is roughly 6.3% (relative to the principal).
More Examples / Scenario Comparisons
Comparison 1: 100,000 loan, 6% APR, 12 installments (1 year)
Input: Loan amount 100,000, APR 6%, term 12 months, fixed payment. The calculator shows a monthly payment of about 8,606 and total interest of about 3,270. A shorter term means higher monthly payment pressure, but significantly less total interest.
Comparison 2: 100,000 loan, 12% APR (e.g., actual rate of some credit card installments), 24 months
Input: Loan amount 100,000, APR 12%, term 24 months. The monthly payment is about 4,707, and total interest is about 12,968. Doubling the interest rate more than doubles the total interest, reminding you to opt for lower rates whenever possible.
Comparison 3: Fixed Principal (Same conditions)
Switching to Fixed Principal: The first month's payment is about 5,000 (4,167 principal + 500 interest), decreasing by about 21 each subsequent month. Total interest is about 6,250 (slightly less than the fixed payment method). However, the initial repayment burden is higher.
How to Interpret the Results / Meaning of Values
Monthly Payment: The fixed amount you need to budget for each month. If it exceeds 30% of your monthly income, it might impact your daily expenses, so proceed with caution.
Total Interest: Directly reflects your cost of borrowing. For a 1-3 year personal loan, total interest between 5% and 20% of the principal is generally considered reasonable. Be wary of predatory lending if it exceeds 20%.
Total Repayment: Principal + Interest. You can compare the total repayment across different terms and rates to choose the most cost-effective combination.
Common Reference Table (Fixed Payment):
| Loan Amount | APR | Term (Months) | Monthly Payment | Total Interest |
|---|
| 100,000 | 6% | 12 | 8,606 | 3,270 |
| 100,000 | 6% | 24 | 4,431 | 6,344 |
| 100,000 | 6% | 36 | 3,042 | 9,512 |
| 100,000 | 10% | 24 | 4,615 | 10,760 |
| 200,000 | 6% | 36 | 6,084 | 19,024 |
Common Mistakes / Pitfalls to Avoid
- Using nominal rate instead of effective rate: Many installment ads advertise a "0.5% monthly fee," but the actual Annual Percentage Rate (APR) could be over 10%. Our calculator uses the APR. Be sure to enter the true APR, not a flat fee rate.
- Ignoring repayment method differences: Fixed Payment (Amortized) and Fixed Principal have different monthly payments and total interest. Choosing the wrong method will lead to an inaccurate repayment schedule.
- Confusing term units: Entering "Years" when you meant "Months" will result in a drastically smaller monthly payment (because the term is multiplied). Pay attention to whether you selected "Months" or "Years".
- Assuming fixed payments mean a fixed contract: If your loan has a variable interest rate, your monthly payment will change when the rate adjusts. This calculator assumes a fixed interest rate and cannot predict future adjustments.
- Overlooking prepayment penalties: Some personal loans charge a fee for early payoff. Our results do not include this fee, so you must factor it in separately when making decisions.
Limitations / Things to Note
- This calculator supports the two most common repayment methods: Fixed Payment (Amortized) and Fixed Principal. It does not cover special methods like revolving credit or interest-only loans.
- It assumes the interest rate remains constant throughout the loan term. If you have a variable-rate product, the results are for reference only.
- Calculated results are rounded to the nearest whole number. Actual bank statements may be exact to the cent, resulting in minor differences.
- It does not include additional costs such as insurance premiums, service fees, or origination fees, which will increase your actual cost of borrowing.
- This tool does not constitute financial advice. Please consult a bank or certified financial institution before taking out a loan.
Frequently Asked Questions (FAQ)
- What is a safe debt-to-income ratio for a personal loan monthly payment?
- It is generally recommended not to exceed 30% of your monthly income. For example, if you earn 10,000 a month, a monthly payment over 3,000 might squeeze your other expenses. If it takes up more than 50%, the risk is high.
- Why is the bank's monthly payment different from my calculation?
- Banks may use different interest calculation methods (e.g., daily interest or account management fees). Additionally, the first billing cycle might be shorter or longer than a standard month, altering the initial payment. This calculator uses standard amortization, which is best for comparison and decision-making.
- Is it worth paying off the loan early?
- If you have a long remaining term and a high interest rate, paying off early saves on interest. However, check for prepayment penalties (usually 1% to 3% of the remaining principal). You can use the calculator to figure out the interest for the remaining term and see if it outweighs the penalty.
- Which is better: Fixed Payment or Fixed Principal?
- Fixed Payment offers consistent monthly payments, suitable for those with stable incomes. Fixed Principal requires higher initial payments that decrease over time, resulting in slightly less total interest, making it ideal for those with higher current disposable income or plans to pay off early. Our calculator displays both methods so you can switch and compare.
- Can this calculator be used for auto loans or mortgages?
- The underlying math is the same, but auto loans sometimes have subsidized plans (like 0% financing) or flat fees, and mortgages have terms up to 30 years with variable rates. While the results can serve as a reference, we recommend using dedicated auto loan or mortgage calculators.
- Why am I not getting any results after entering my numbers?
- Please ensure you have entered valid numbers for the loan amount, interest rate, and term. The interest rate should not exceed 100%, and the
