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Loan Repayment Calculator 2025 | Payment, Amortization & Payoff Date

Calculate monthly payments, total interest, and payoff date for personal, auto, student, or mortgage loans. See visual amortization schedules and discover how extra or biweekly payments accelerate payoff and reduce total interest.

💳 Personal Loans🚗 Auto Loans🎓 Student Loans🏠 Mortgages

Informational Estimate Only

This calculator provides estimates for planning purposes. Actual loan terms, APR, and fees vary by lender. Always review your loan agreement and consult with a financial advisor for personalized advice.

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Last updated: January 4, 2026

Understanding Loan Repayment, APR, and Amortization

Interest Rate vs APR: The interest rate is the percentage charged on your loan principal, while APR (Annual Percentage Rate) includes the interest rate PLUS origination fees, points, and other costs rolled into a single percentage. APR reflects the true cost of borrowing. Example: A 6% interest rate with 2% origination fee might have a 6.5% APR. Always compare APRs, not just interest rates, when shopping for loans. Learn more with our APR vs Interest Rate Calculator.

Amortization: Each loan payment includes both interest and principal. In the early months, most of your payment goes toward interest; over time, the principal portion increases while interest declines. This is called amortization. Standard amortization creates a fixed monthly payment that pays off the loan by the end of the term. Front-loaded interest means extra payments in the early years have the biggest impact on total interest saved.

Compounding Frequency: Interest can compound daily, monthly, or semi-annually. More frequent compounding slightly increases the effective cost. Monthly compounding is most common for personal and auto loans. Daily compounding is typical for credit cards and some student loans. Understanding your loan's compounding method helps you calculate true interest costs and the impact of extra payments.

Loan Types and Common Fees: Personal loans typically range from $1,000-$100,000 with 3-7 year terms and 6-36% APR; origination fees are 1-8% of the loan amount. Auto loans range 2-7 years with 3-15% APR, often with no origination fees but potential documentation fees. Student loans (federal) have fixed rates (4-8%) with no fees or prepayment penalties; private student loans vary widely. Mortgages span 15-30 years with 3-8% rates and 2-5% closing costs. Check for prepayment penalties—fees charged if you pay off early—to avoid surprises.

Extra Payments: Making additional payments toward principal shortens your loan term and reduces total interest. Even $50-100 extra per month can save thousands in interest and cut years off your payoff date. Extra payments are most effective when: (1) applied to principal, not future payments; (2) made early in the loan term when interest is highest; (3) your loan has no prepayment penalties. One extra payment per year can reduce a 5-year loan by 6-8 months and save 10-15% of total interest.

How to Use the Loan Repayment Calculator

Step 1: Select your loan type (personal, auto, student, mortgage, or custom) and enter the loan amount, annual interest rate (or APR if known), loan term (in years or months), and start date. Choose your repayment frequency: monthly (12 payments/year), biweekly (26 payments/year), or weekly (52 payments/year). Biweekly payments result in one extra monthly payment per year, accelerating payoff.

Step 2: Select compounding frequency (monthly is most common) and amortization method. Standard amortization creates equal payments with changing interest/principal ratios. Interest-only loans defer principal payments for a set period, then switch to standard amortization (common for some student loans during school or grace periods).

Step 3: Add origination fees if applicable, either as a dollar amount or percentage of the loan. Toggle "Include fees in principal" if the fee is financed (added to the loan balance) rather than paid upfront. Enter grace period months if your loan has a deferment period (common for student loans), and indicate whether interest capitalizes (gets added to principal) during the grace period.

Step 4: Add extra payments to see their impact: enter a fixed amount per payment period (e.g., $100 extra per month), or add a one-time extra payment with a specific date (like a tax refund or bonus). Extra payments are automatically applied to principal, reducing both the payoff date and total interest.

Step 5: Click "Calculate" to see your monthly payment, total interest, total amount paid, payoff date, and interest vs principal breakdown (donut chart). Review the Balance Trend chart to visualize how your balance declines over time. Inspect the Amortization Schedule to see per-payment breakdowns of interest, principal, extra payments, and remaining balance. Download the schedule as CSV or PDF for record-keeping.

Step 6: Experiment with different scenarios: compare monthly vs biweekly payments, test various extra payment amounts, or adjust the term to see how it affects total interest. Use the results to plan your debt payoff strategy and budget for affordable monthly payments.

Strategies to Pay Off Loans Faster (and Save Interest)

Round up or add a fixed extra amount: If your monthly payment is $347, round to $400 and apply the extra $53 to principal. Over a 5-year $20,000 loan at 7%, this saves ~$800 in interest and shortens the term by 6 months. Automate the extra payment to ensure consistency. Always specify that extra payments should be applied to principal, not advance the due date.

Make one extra payment per year: Contribute an additional monthly payment annually (e.g., from a tax refund or year-end bonus). This cuts the loan term by approximately 1-2 years on a 5-year loan and reduces total interest by 10-15%. Split the extra payment across 12 months (add 1/12 to each monthly payment) for a smoother cash flow impact.

Refinance to a lower APR: If your credit score has improved or market rates have dropped, refinancing can lower your interest rate, reducing monthly payments or total interest (if you keep the same term). Caution: Avoid extending the loan term significantly, as this can increase total interest despite lower monthly payments. Calculate the break-even point to ensure closing costs don't outweigh interest savings. Federal student loans lose protections (income-driven repayment, forgiveness) when refinanced to private loans. Use our Refinance Savings Calculator to see if refinancing makes sense for your situation.

Switch to biweekly payments: Instead of 12 monthly payments, make 26 biweekly half-payments (half your monthly payment every two weeks). This results in 13 full monthly payments per year, accelerating payoff and reducing interest. Example: On a $25,000 loan at 6.5% over 5 years, biweekly payments save ~$500 in interest and shorten the term by 4-5 months. Check if your lender supports true biweekly payments or if you need to manually make extra payments.

Avoid new fees and target high-APR debt first: Check for prepayment penalties in your loan agreement—some lenders charge fees for early payoff, negating the benefit of extra payments. If you have multiple loans, use the debt avalanche method: make minimum payments on all loans, then apply extra payments to the loan with the highest APR. This minimizes total interest. Alternatively, use the debt snowball (pay smallest balance first) for psychological wins and momentum. Compare these strategies with our Debt Snowball vs Avalanche Calculator.

Automate payments for discounts: Many lenders offer a 0.25-0.50% APR discount for setting up autopay. On a $30,000 loan at 7%, this saves ~$200-400 over the life of the loan. Autopay also prevents late fees ($25-50 per occurrence) and protects your credit score. Ensure your bank account has sufficient funds to avoid overdraft fees.

Understanding Your Results

The calculator provides detailed outputs to help you plan and optimize your loan repayment strategy:

📊 Output Fields Explained:

  • • Monthly Payment (or Per-Period Payment): Fixed installment based on loan amount, APR, term, and compounding. For biweekly payments, this shows the amount due every two weeks. Payment includes both interest and principal, calculated using the amortization formula to ensure the loan is fully repaid by the end of the term.
  • • Total Interest: Total interest paid over the life of the loan at current settings (without extra payments, this is the standard interest; with extra payments, it shows reduced interest). Lower interest means more of your money goes to principal. Compare scenarios to see how extra payments or biweekly schedules reduce this amount.
  • • Total Paid: Sum of all payments made over the loan term (principal + interest + fees). This is the true cost of the loan. Example: Borrow $20,000 at 7% for 5 years = $23,800 total paid ($20,000 principal + $3,800 interest).
  • • Payoff Date: Projected date when the loan balance reaches zero, based on your chosen frequency and any extra payments. Extra payments move this date earlier; biweekly payments can shorten it by months or years compared to monthly payments.
  • • Donut Breakdown (Principal vs Interest): Visual representation of how much you'll pay in principal (the amount borrowed) vs interest (the cost of borrowing). A larger interest slice indicates higher total cost. Extra payments shrink the interest slice and increase the principal portion.
  • • Balance Trend Over Time: Line chart showing your remaining balance declining toward zero. Kinks or steeper drops indicate one-time extra payments. A smooth curve shows consistent payments. Use this to visualize progress and stay motivated.
  • • Key Insights: Displays initial interest per period (first payment's interest portion), number of periods (total payments required), and effective APR (accounting for fees and compounding). These metrics help you compare loans and understand the true cost.
  • • Amortization Table: Per-period breakdown showing payment number, date, payment amount, interest, principal, extra payment, and remaining balance. Download as CSV for spreadsheet analysis or PDF for printing. Use the table to verify lender statements and track progress toward payoff.

Savings vs Baseline: If you've added extra payments, the calculator shows how much interest you save compared to the standard payment schedule. Example: On a $25,000 loan at 6.5% for 5 years, adding $100/month saves ~$1,200 in interest and shortens the term by 9 months.

⚠️ Important Notes:

  • • This calculator uses standard amortization formulas; actual payments may vary slightly due to rounding, fees, or lender-specific calculations
  • • Origination fees and prepayment penalties are modeled but may differ by lender—always check your loan agreement
  • • Federal student loans offer income-driven repayment and forgiveness programs not modeled here; consult studentaid.gov for those options
  • • Results assume consistent on-time payments; late fees or missed payments will increase total cost and extend the term
  • • APR reflects the cost at origination; variable-rate loans may change over time, affecting payments and total interest

Loan Repayment Formula & Worked Example

Understanding the math behind loan payments helps you make informed borrowing decisions and verify lender calculations. The standard amortization formula calculates a fixed payment that fully repays principal and interest over a set term.

Standard Amortization Formula:

M = P Ă— [r(1 + r)^n] / [(1 + r)^n - 1]

Where: M = monthly payment | P = principal (loan amount) | r = monthly interest rate (APR Ă· 12) | n = total number of payments (term in months)

Worked Example: $20,000 Personal Loan

  • Loan Amount (P): $20,000
  • Annual Interest Rate: 7.00%
  • Loan Term: 5 years (60 months)
  • Origination Fee: 3% = $600 (financed, making principal $20,600)

Step 1: Calculate monthly rate: 7.00% Ă· 12 = 0.5833% = 0.005833
Step 2: Apply formula: M = $20,600 Ă— [0.005833(1.005833)^60] / [(1.005833)^60 - 1] = $408.13/month
Step 3: Total paid = $408.13 Ă— 60 = $24,487.80
Step 4: Total interest = $24,487.80 - $20,600 = $3,887.80
Step 5: Effective APR (with fees): ~7.58%

Result: Monthly payment of $408.13 pays off the loan in exactly 60 months, costing $3,887.80 in interest plus $600 in fees = $4,487.80 total borrowing cost.

Extra Payment Impact: Adding $100/month reduces the term to 46 months and saves ~$1,200 in interest. The extra $100 goes entirely to principal, lowering the balance faster and reducing future interest charges. Use the calculator to experiment with different extra payment amounts and see the compounding effect over time.

Practical Use Cases & Scenarios

Recent College Graduate Comparing Student Loan Repayment Plans: Alex has $35,000 in federal student loans at 5.5% and is deciding between the standard 10-year plan ($381/month) and an income-driven plan (lower payments but 20-year term). Using the calculator, Alex discovers the 10-year plan costs $45,720 total ($10,720 interest), while the 20-year plan would cost $65,000+ total. Alex chooses the 10-year plan and adds $50/month extra to pay off in 8.5 years, saving $2,000 in interest.

First-Time Car Buyer Evaluating Auto Loan Options: Maria is buying a $25,000 car and comparing dealer financing (6.9% APR, 6 years, $0 down) vs credit union (5.5% APR, 5 years, requires $2,500 down). The dealer loan = $415/month, $29,880 total. The credit union loan = $429/month on $22,500, $25,740 total. Despite higher monthly payments, the credit union saves Maria $4,140. She uses the calculator to test adding $100/month extra, cutting 10 months and saving another $900 in interest.

Homeowner Weighing Refinance vs Extra Payments: David has 23 years left on a $250,000 mortgage at 6.5% ($1,580/month). He can refinance to 4.5% (20-year term, $4,000 closing costs) or make extra payments. The calculator shows refinancing saves ~$180/month and $52,000 in total interest (break-even: 22 months). Alternatively, adding $300/month to the current mortgage saves $95,000 in interest and pays off in 15 years. David refinances AND adds $200/month extra, optimizing both rate and term.

Couple Using Biweekly Payments to Pay Off Debt Faster: Jessica and Tom have a $30,000 personal loan at 8.5% for 7 years ($488/month). Switching to biweekly payments ($244 every 2 weeks = 26 payments/year = 13 monthly payments) cuts the term to 6.3 years and saves $2,400 in interest. They also add a $2,000 tax refund as a one-time extra payment in year 2, further reducing the term to 5.8 years and saving an additional $1,100.

Small Business Owner Planning Working Capital Loan Repayment: Priya borrows $50,000 at 9% for 3 years ($1,591/month) to buy equipment. She projects strong cash flow in Q4 each year and plans three annual $5,000 extra payments. The calculator shows this strategy saves $4,200 in interest and pays off the loan 7 months early, freeing up cash flow for reinvestment. Priya schedules the extra payments in her budget to ensure she stays on track.

Medical Professional with High-Interest Private Student Loans: Dr. Chen has $120,000 in private student loans at 7.5% over 10 years ($1,425/month). After residency, his income increases and he can afford $2,000/month. Using the calculator, he discovers the extra $575/month saves $31,000 in interest and pays off the loans in 6.5 years instead of 10. He automates the higher payment to stay disciplined and avoid lifestyle inflation.

Retiree Comparing Lump Sum Payoff vs Structured Payments: Linda has $15,000 left on a car loan at 4.5% (2 years remaining, $659/month). She receives a $15,000 inheritance and debates paying off the loan vs investing. The calculator shows she'll pay $820 more in interest over 2 years. Investing at a conservative 6% would earn ~$1,800. She keeps the loan and invests, netting $980 more than paying it off (after accounting for the interest cost).

Young Professional Optimizing Debt Avalanche Strategy: Raj has three loans: $8,000 personal loan (12% APR), $15,000 auto loan (5.5%), $25,000 student loan (4.5%). He can afford $200/month extra across all loans. Using the calculator for each loan, he applies the extra $200 to the 12% personal loan first, paying it off 2 years early and saving $1,900 in interest. Once that's paid off, he redirects the freed-up payment to the auto loan, creating a debt avalanche.

Self-Employed Contractor Managing Seasonal Cash Flow: Carlos has a $40,000 business loan at 7.5% over 5 years ($800/month). His income is seasonal—high in summer, low in winter. He uses the calculator to plan: make minimum payments in winter, add $500/month extra in summer (6 months/year). This approach saves $5,100 in interest and pays off the loan in 4 years, while respecting his cash flow constraints. He saves cash in summer to cover winter minimums.

Parent Helping Adult Child Understand Loan Costs: Sarah's daughter is taking a $30,000 student loan at 6.8% and doesn't understand the true cost. Using the calculator, Sarah shows her: the standard 10-year plan costs $41,700 total ($11,700 interest). Making just $50/month extra cuts the term to 8.5 years and saves $2,300. Sarah's daughter commits to the extra payments and understands the long-term benefit of paying down principal early.

Common Mistakes to Avoid When Repaying Loans

1. Not Specifying That Extra Payments Go to Principal

Many borrowers make extra payments assuming they'll reduce principal, but lenders may apply them to future payments instead, which doesn't save interest. Always specify "apply to principal" when making extra payments, either in your online payment portal, check memo line, or by calling your lender. Some lenders require a separate principal-only payment form. Verify your lender's policy before making extra payments to ensure maximum interest savings.

2. Ignoring Prepayment Penalties When Planning Early Payoff

Some loans (especially mortgages and auto loans from certain lenders) charge prepayment penalties if you pay off early. These penalties can be flat fees ($500), percentages of the remaining balance (1-3%), or sliding scale based on how early you pay off. Check your loan agreement's fine print before making large extra payments or refinancing. Federal student loans and most personal loans have no prepayment penalties, but always verify. The penalty may negate the interest savings from early payoff.

3. Focusing Only on Interest Rate Instead of APR

The interest rate is just one component of borrowing cost. APR includes the interest rate PLUS origination fees, points, and other costs, giving you the true cost of borrowing. A loan with a 6% rate but 5% in fees may have a 6.8% APR, making it more expensive than a 6.5% rate with no fees (6.5% APR). Always compare APRs when shopping for loans. Lenders are required by law to disclose APR, so use it as your primary comparison metric. Lower APR = lower total cost.

4. Extending Loan Terms to Lower Monthly Payments (Without Considering Total Interest)

A longer loan term reduces monthly payments but dramatically increases total interest. Example: A $20,000 auto loan at 6% for 3 years = $609/month, $1,920 interest. Extending to 6 years = $322/month but $3,190 interest (66% more interest for lower monthly payment). Only extend the term if monthly cash flow is critical and you can't afford the higher payment. Otherwise, choose the shortest term you can afford to minimize total borrowing cost.

5. Missing the Autopay Discount

Many lenders offer 0.25-0.50% APR discounts for setting up automatic payments from your bank account. On a $30,000 loan at 7%, a 0.25% discount saves ~$250-400 over 5 years. Autopay also prevents late fees ($25-50 per occurrence) and protects your credit score from missed payments. Set up autopay but monitor your bank account to avoid overdraft fees. The discount is small but adds up over the life of the loan, and the convenience and credit protection are invaluable.

6. Failing to Refinance When Rates Drop or Credit Improves

If market interest rates have fallen or your credit score has improved significantly since you took the loan, refinancing can lower your APR and save thousands in interest. Example: Refinancing a $25,000 loan from 8.5% to 6.5% (with 3 years remaining) saves ~$1,100 in interest. However, account for refinancing fees (origination, application) and ensure the break-even point is reasonable (typically under 12-18 months). Use the calculator to compare your current loan vs a refinanced loan to see if the savings justify the effort and cost.

7. Not Understanding Capitalized Interest (Especially for Student Loans)

Capitalized interest is unpaid interest that gets added to your principal, increasing your balance and future interest charges. This commonly occurs with student loans during deferment, grace periods, or forbearance. Example: You borrow $20,000 at 5% and defer for 2 years. Interest accrues ($2,000) and capitalizes, making your new principal $22,000. Future interest is calculated on $22,000, not $20,000, compounding your cost. To avoid: make interest-only payments during deferment, pay accrued interest before it capitalizes, or choose subsidized federal loans (which don't accrue interest during school).

8. Taking Out Too-Large Loans Without Considering Affordability

The "maximum loan amount approved" is not the same as "what you can afford." Lenders approve loans based on debt-to-income ratios (often up to 40-50%), but financial experts recommend keeping total debt payments under 30-35% of gross income. Before borrowing, use the calculator to see the monthly payment and ensure it fits comfortably in your budget with room for savings, emergencies, and other expenses. A loan that maxes out your budget leaves no cushion for unexpected costs or income changes.

9. Prioritizing Low-Interest Debt Over Building an Emergency Fund

Aggressively paying off a 4-5% loan is admirable, but not if it leaves you with zero emergency savings. If an unexpected expense arises (car repair, medical bill, job loss), you'll be forced to use high-interest credit cards (18-25% APR) or payday loans, negating your low-interest loan progress. Financial experts recommend maintaining a $1,000-3,000 emergency fund (or 3-6 months' expenses for complete security) before making extra loan payments. Balance debt payoff with financial security—don't sacrifice liquidity to chase small interest savings.

10. Not Keeping Records of Extra Payments and Amortization Statements

Lender errors happen—extra payments applied to interest instead of principal, fees charged incorrectly, or payments lost. Always keep records: confirmation emails, bank statements, and downloaded amortization schedules. Check your loan balance regularly (monthly) to verify it's declining as expected. If the balance doesn't match your calculations, contact your lender immediately with documentation. Use the calculator's amortization table as a reference to compare against your lender's statements. Catching errors early can save hundreds or thousands of dollars.

Sources & References

Loan repayment information and consumer lending guidance referenced in this content are based on official regulatory sources:

Loan calculations use standard amortization formulas. Actual rates and terms depend on your credit, lender, and market conditions.

Sources: IRS, SSA, state revenue departments
Last updated: January 2025
Based on federal lending guidelines

For Educational Purposes Only - Not Financial Advice

This calculator provides estimates for informational and educational purposes only. It does not constitute financial, tax, investment, or legal advice. Results are based on the information you provide and current tax laws, which may change. Always consult with a qualified CPA, tax professional, or financial advisor for advice specific to your personal situation. Tax rates and limits shown should be verified with official IRS.gov sources.

Frequently Asked Questions

What's the difference between APR and interest rate?

The interest rate is the percentage charged on your loan principal (the amount borrowed). APR (Annual Percentage Rate) includes the interest rate PLUS all fees and costs rolled into a single percentage, reflecting the true cost of borrowing. Example: A 6% interest rate with a 2% origination fee might have an APR of 6.5%. APR is required by law to be disclosed and allows you to compare loans fairly—always compare APRs, not just interest rates. A loan with a lower interest rate but higher fees may have a higher APR than a loan with a slightly higher rate but no fees.

How does amortization work?

Amortization is the process of paying off a loan through regular fixed payments that cover both interest and principal. In the early months, most of your payment goes toward interest because the balance is highest; over time, the interest portion shrinks and the principal portion grows. This front-loaded interest structure means extra payments early in the loan term have the biggest impact on total interest saved. Example: On a $20,000 loan at 7% for 5 years, your first payment might be $100 interest + $296 principal, while your last payment is $2 interest + $394 principal. An amortization table shows this breakdown for every payment.

Biweekly vs monthly payments: which pays off my loan faster?

Biweekly payments (half your monthly payment every two weeks) result in 26 half-payments per year, which equals 13 full monthly payments instead of 12. This extra payment accelerates payoff and reduces total interest. Example: On a $25,000 loan at 6.5% over 5 years, switching from monthly ($489/month) to biweekly ($244.50 every 2 weeks) saves ~$500 in interest and shortens the term by 4-5 months. Note: Ensure your lender processes true biweekly payments (applied every 2 weeks); some lenders hold biweekly payments and apply them monthly, negating the benefit.

How do extra payments affect my loan?

Extra payments applied to principal reduce your loan balance faster, lowering the total interest you pay and shortening the payoff date. Example: On a $20,000 loan at 7% for 5 years ($396/month standard payment), adding $100/month saves ~$1,100 in interest and cuts the term by 9 months. Extra payments are most effective when: (1) applied to principal, not future payments; (2) made early in the loan term when interest is highest; (3) your loan has no prepayment penalties. Even one extra payment per year can save 10-15% of total interest. Always confirm with your lender that extra payments are applied to principal.

What is capitalized interest and when does it occur?

Capitalized interest is unpaid interest that gets added to your loan principal, increasing your total balance and future interest charges. This commonly occurs with student loans during school, grace periods, or deferment. Example: You borrow $10,000 at 5% and defer payments for 2 years. Interest accrues ($1,000) and capitalizes, making your new principal $11,000. Future interest is now calculated on $11,000, not $10,000, increasing your total cost. To avoid capitalization: make interest-only payments during deferment, pay accrued interest before it capitalizes, or choose loans that don't capitalize (subsidized federal student loans don't accrue interest during school).

What are origination fees and how do they impact APR?

Origination fees are upfront charges for processing and funding your loan, typically 1-8% of the loan amount. They can be paid upfront (out-of-pocket) or financed (added to the principal). Example: A $10,000 loan with a 3% origination fee ($300) becomes a $10,300 balance if financed. Origination fees increase the APR, reflecting the true cost of borrowing. A 6% interest rate with a 3% fee might have a 6.8% APR. Personal loans commonly charge origination fees; mortgages roll them into closing costs; auto and student loans (federal) often have no origination fees. Always compare APRs to account for fees when shopping for loans.

Are there prepayment penalties and how can I check?

Prepayment penalties are fees charged if you pay off your loan early, either through extra payments or refinancing. Lenders impose these to recoup lost interest revenue. Penalties vary: flat fee ($100-500), percentage of remaining balance (1-3%), or sliding scale (higher if paid off in the first 1-2 years, lower later). Federal student loans and most personal loans have NO prepayment penalties. Some mortgages and auto loans do. To check: review your loan agreement's "prepayment" or "early payoff" section, ask your lender directly, or check your Truth in Lending disclosure (required by law to state penalties). Avoid loans with penalties if you plan to make extra payments or pay off early.

How accurate is this calculator for my specific loan?

This calculator uses standard amortization formulas and is highly accurate for typical loans (personal, auto, student, mortgage) with fixed rates and standard terms. However, actual payments may vary slightly due to: (1) Lender-specific rounding rules or payment schedules; (2) Variable interest rates that change over time; (3) Additional fees not modeled (late fees, insurance, taxes); (4) Special loan features like interest-only periods, balloon payments, or graduated repayment. For the most accurate results, use your loan agreement's exact APR, term, and fee structure. Federal student loans have unique repayment plans (income-driven, forgiveness) not modeled here—consult studentaid.gov for those. This calculator is for estimation and planning, not official loan statements.

Should I pay off my loan early or invest the extra money?

This depends on your loan's APR vs expected investment returns, risk tolerance, and financial situation. General rule: If your loan APR is above 6-7%, paying it off is usually better than investing (guaranteed return equals your APR). If your APR is below 4-5%, investing may yield higher returns over time. Example: A 3.5% auto loan vs 7-8% average stock market returns favors investing. However, consider: (1) Emotional/psychological benefit of being debt-free; (2) Investment risk—returns aren't guaranteed; (3) Tax implications—mortgage interest may be deductible, but investment gains are taxable; (4) Emergency fund—ensure you have 3-6 months' expenses before aggressively paying down low-interest debt. For high-interest debt (8%+), prioritize payoff. For low-interest debt, balance debt payoff with retirement contributions and investing.

What's the difference between fixed and variable interest rates?

A fixed interest rate remains constant for the life of the loan, ensuring predictable monthly payments. A variable (or adjustable) rate fluctuates based on market conditions or a benchmark index (like SOFR or Prime Rate), meaning your payments can increase or decrease over time. Fixed rates provide stability and are ideal when rates are low or you plan to keep the loan long-term. Variable rates often start lower than fixed rates but carry risk—if rates rise, your payment increases. Example: A 5-year auto loan at 6% fixed = $386/month every month. A variable rate starting at 5.5% could rise to 7.5% if rates increase, raising your payment to $401/month. Federal student loans have fixed rates; private student loans, HELOCs, and some auto loans may be variable. Check your loan agreement to understand rate adjustment terms.

How does my credit score affect my loan rate?

Your credit score is one of the most important factors lenders use to determine your interest rate. Higher credit scores signal lower risk, qualifying you for better (lower) rates. Example: On a $20,000 personal loan for 5 years, a credit score of 750+ might get 6.5% ($394/month, $3,640 interest), while a 650 score gets 12% ($446/month, $6,760 interest)—$3,120 more in interest. Credit score tiers: Excellent (750+) = best rates, Good (700-749) = competitive rates, Fair (650-699) = higher rates, Poor (< 650) = very high rates or denial. Improve your score before applying: pay bills on time, reduce credit card balances below 30% utilization, avoid new credit inquiries, and correct any errors on your credit report. Even a 50-point score increase can save thousands in interest.

Can I change my loan payment frequency after I start?

It depends on your lender's policies. Some lenders allow you to switch from monthly to biweekly payments, either automatically or by manually making half-payments every two weeks. However, many lenders don't support true biweekly payments and may hold the funds until the monthly due date, negating the benefit. Call your lender to ask: (1) Do you support biweekly payment schedules? (2) Are payments applied immediately or held until the due date? (3) Are there fees for changing payment frequency? If your lender doesn't support biweekly payments, you can simulate it by making one extra monthly payment per year (divide your monthly payment by 12 and add that amount to each payment). Example: $400/month → add $33.33/month = $433.33, which equals 13 payments/year, same as biweekly.

What happens if I miss a loan payment?

Missing a loan payment has several consequences: (1) Late fee: $25-50 per occurrence, added to your balance. (2) Increased interest: The unpaid interest accrues and compounds. (3) Credit score damage: Payments 30+ days late are reported to credit bureaus, dropping your score by 60-110 points. (4) Default risk: Multiple missed payments (90-120 days) can trigger default, accelerating the full balance due and potential collection/legal action. (5) Loss of forbearance options: Missing payments may disqualify you from future deferment or modification programs. If you can't make a payment: contact your lender IMMEDIATELY (before the due date if possible) to request forbearance, deferment, or a modified payment plan. Many lenders offer hardship programs. One missed payment is recoverable; multiple missed payments have long-term financial consequences.

How do I calculate the total cost of a loan including all fees?

To calculate the true total cost: (1) Start with the principal (amount borrowed). (2) Add origination fees, application fees, and any financed fees (fees added to the loan balance). (3) Calculate total interest using the amortization formula or calculator. (4) Add any recurring fees (annual fees, servicing fees, insurance if required). (5) Add potential prepayment penalties if you plan to pay off early. Example: $20,000 loan at 7% for 5 years. Principal: $20,000. Origination fee (3% financed): $600. Total financed: $20,600. Total interest (on $20,600): $3,887.80. Total paid: $20,600 + $3,887.80 = $24,487.80. True cost: $24,487.80 - $20,000 original loan = $4,487.80 (21.7% of the principal). Use APR as a shortcut—it includes most fees and represents the true annual cost percentage.

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Loan Repayment Calculator | Payment, Total Interest, Payoff Date (with Amortization) | EverydayBudd