Loan Calculator
Estimate your monthly payment for any loan — plus total interest, total cost and a full amortization schedule.
Calculate your loan payment
Enter your loan details.
Advanced options — compounding, frequency, structure, extras, start date, fees & APR
Compounding, frequency, structure, extras, start date and fees are already included in the result with their default values — open Advanced options to change them.
- M = P × r(1+r)ⁿ ÷ ((1+r)ⁿ − 1): for $25,000 at 7% over 5 years the payment is $495.03 a month — $29,702 paid in total, of which $4,702 is interest.
- Three levers move the payment: principal (borrow 10% less, pay 10% less), the rate, and the term — a longer term lowers the payment but raises the total interest.
- Paying $100 extra a month on that loan ends it 11 months early and cuts the interest from $4,702 to $3,763 — a saving of $939.
The complete guide to loans
Everything about how loans work — the payment formula, amortization, extra payments, and how to borrow less expensively.
This page is CalcFolk’s payment calculator — a general-purpose loan payment calculator and monthly payment calculator for any fixed-rate loan repaid in equal monthly installments. Think of it as a simple loan calculator: enter the amount, the interest rate and the term, and it will calculate loan payments, total interest and the full repayment for you, plus year-by-year and month-by-month amortization schedules. It works for bank loans, credit-union loans and online loans alike. Looking for a specific type of loan instead? Use the dedicated Auto Loan Calculator for a car purchase, the Mortgage Calculator for a home, or the Personal Loan EMI Calculator for an unsecured personal loan.
How your monthly payment is calculated
The monthly payment on a fixed-rate loan comes from the amortization formula: M = P x r(1+r)^n / ((1+r)^n − 1), where P is the principal, r the monthly rate, n the number of payments. For $25,000 at 7% over 5 years (60 months): r = 0.07/12 = 0.005833, (1.005833)^60 = 1.4176, so M = 25,000 x 0.005833 x 1.4176 / 0.4176 = $495.03/month. Total paid: $29,702 — interest $4,702.
Three levers move the payment: principal (linear — borrow 10% less, pay 10% less), rate (powerful — see below), and term (trades monthly payment against total interest). The formula assumes a fixed rate and fixed payment; variable-rate loans recalculate as rates change.
Rate sensitivity is brutal: on $25,000 over 5 years, each 1% of rate costs roughly $700 in total interest (6% → $3,999; 7% → $4,702; 8% → $5,416). That’s why a 0.5% rate improvement from shopping lenders is worth ~$350 — often more than a month of payments. Your credit score is the main rate lever: the gap between “good” (670) and “excellent” (800) can be 1–2% on auto loans, worth thousands.
If the nominal rate compounds non-monthly (common outside the US — Canadian mortgages compound semi-annually, for example), the monthly periodic rate is (1 + nominal/m)^(m/12) − 1. A 7% nominal rate compounding quarterly gives a monthly rate of (1.0175)^(1/3) − 1 = 0.5800% versus 0.5833% monthly-compounded — payment $494.55 vs $495.03. Small per month, but use the selector above to match your loan’s terms exactly.
Repayment: what a loan really costs
Repayment is everything you hand back: the principal you borrowed plus every dollar of interest. This page doubles as a loan repayment calculator — set the amount, rate and term, and the Total cost figure shows the full repayment, not just the monthly slice of it. Lenders lead with the monthly payment because it looks small; the repayment total is the number that decides whether a loan is cheap or expensive.
Worked example — a monthly payment calculator in action: borrow $10,000 at 8% for 36 months and the payment is $313.36/month. Over the 3 years you repay $11,281.09 in total, of which $1,281.09 is interest. Stretch the same loan to 60 months and the payment drops to $202.76 — but total interest climbs to $2,165.84, so you repay $884.75 more for exactly the same $10,000.
Three things set your repayment total: how much you borrow, the rate, and how long you take to repay. Of the three, the term is the lever most borrowers control — and the one lenders most like to stretch, because a longer term shrinks the payment while growing the interest. The math is identical wherever the money comes from — a national bank, a local credit union or an online lender — which is why this page also works as a bank loan calculator for any bank loan offer: enter the bank’s amount, rate and term, then compare its total repayment against the next offer rather than its monthly payment.
Repayment vs payoff: the repayment schedule assumes you pay exactly on time through the final month. Your payoff amount — what it costs to end the loan today — is the remaining balance plus interest accrued since the last payment, which is why a payoff quote is always slightly higher than the balance alone. Every extra payment moves the payoff date closer and cuts the total repayment.
Interest on a loan: simple vs amortizing
Interest is the rent you pay on borrowed money, and it comes in two structures. Simple interest is charged only on the original principal: interest = principal × rate × time. Borrow $10,000 at 8% simple interest for 3 years and the interest is $2,400, however you repay it. Some short-term and auto loans are quoted this way (often called add-on interest): repaid monthly, that loan costs $344.44/month — noticeably more than the amortizing payment below, because you keep paying interest on money you have already handed back.
Amortizing interest — the structure behind mortgages, most personal loans and the calculator above — is charged only on the balance still owed. Each month’s interest is balance × annual rate ÷ 12, so it shrinks as you repay: on the $10,000 loan at 8%, month 1 interest is $66.67 and the final month’s is just $2.08. Total amortizing interest comes to $1,281.09 — barely half the simple-interest figure on identical headline numbers. That is why knowing how to calculate interest on a loan, and which structure a lender is using, matters more than a small difference in the quoted rate.
An interest calculator for a loan earns its keep on one line: the total interest over the full term. Compare that line for the same amount and term across offers, and the cheaper structure wins. If you want a dedicated tool that isolates interest on its own, try our Interest Calculator.
Amortization: why early payments are mostly interest
Each payment splits into interest (balance x monthly rate) and principal (the rest). On that $25,000/7%/5yr loan, month 1: interest = 25,000 x 0.005833 = $145.83, principal = 495.03 − 145.83 = $349.20. Month 60: interest = $2.87, principal = $492.16. Same payment, completely different split.
This front-loading is why extra payments early matter most: every extra dollar in month 1 skips interest on that dollar for all 60 months (saving $0.42), while an extra dollar in month 59 saves almost nothing. The amortization table above shows the yearly split — watch interest dominate early years.
It also explains refinancing math: refinancing “restarts the clock” on amortization. If you’re 3 years into a 30-year mortgage and refinance into a new 30-year loan, you re-enter the interest-heavy phase — the lower rate must overcome the reset amortization to save money. Compare total interest, not just monthly payment.
The reset trap quantified: 3 years into a $300,000/6.5%/30yr mortgage, balance is ~$289,000 and you’ve paid ~$57,500 in interest. Refinance to 6.0%/30yr: payment drops $1,896 → $1,734 (saves $162/mo), but total remaining interest becomes $335,000 versus $325,000 staying put — you lose ~$10,000 despite the lower rate, because amortization restarted. Refinance into a 25-year term instead: payment $1,864, total interest $270,000 — saves ~$55,000. Match or shorten the remaining term when refinancing.
Extra payments: the highest guaranteed return
Paying $100 extra/month on the $25,000/7%/5yr loan: payoff drops from 60 to 49 months (11 months early) and total interest falls from $4,702 to $3,763 — saving $939. That’s an 11-month shortcut for $4,900 in extra payments, a guaranteed 7% return on each extra dollar.
The one-extra-payment-per-year trick: 13 “monthly” payments yearly (e.g., biweekly half-payments = 26 halves = 13 full payments). On a 30-year $300,000 mortgage at 6.5%, one extra payment yearly cuts the term to ~24 years and saves roughly $84,000 in interest. Biweekly schedules automate this.
Biweekly math: 26 half-payments = 13 full payments yearly, so you pay an extra $1,896/year on the mortgage above. But beware third-party biweekly scams — companies charging setup fees for what your lender does free with autopay. Just set your own extra-principal autopay; never pay a fee for the privilege.
Lump sums beat drips for interest savings: $1,200 once in month 1 saves more than $100/month for 12 months, because the full $1,200 skips interest immediately. Got a bonus or tax refund? Throw it at principal the day it arrives — timing matters as much as amount.
Where extra payments go matters: specify “apply to principal” — otherwise lenders may treat it as a prepaid future payment (no interest saved). And check for prepayment penalties (rare now, but some loans charge). Never stretch to make extra payments while carrying higher-rate debt: kill the 24% credit card before prepaying the 7% loan.
| Extra/mo | Payoff | Interest | Saved |
|---|---|---|---|
| $0 | 60 mo | $4,702 | — |
| $50 | 54 mo | $4,179 | $523 |
| $100 | 49 mo | $3,763 | $939 |
| $200 | 41 mo | $3,141 | $1,561 |
Term length: the monthly-vs-total trade-off
Longer terms cut the payment but explode total interest. $25,000 at 7%:
| Term | Monthly | Total interest |
|---|---|---|
| 3 years | $771.93 | $2,789 |
| 5 years | $495.03 | $4,702 |
| 7 years | $377.32 | $6,695 |
The 7-year term “saves” $118/month versus 5 years but costs $1,993 more in interest. Rule: take the shortest term whose payment fits comfortably (under ~20% of take-home for car loans, under 28% for housing). If the short term’s payment scares you, you’re borrowing too much — the term isn’t the problem.
Depreciation vs amortization race: on a 7-year car loan, the car depreciates faster than the balance falls for the first 3–4 years — you’re underwater (owe more than it’s worth). A $30,000 car at 7%/84mo: after 3 years you owe ~$18,900 on a car worth ~$16,000. Gap insurance covers the difference if it’s totaled. Shorter terms and bigger down payments keep you above water.
For mortgages, the 15-vs-30 decision is the same trade at scale: $300,000 at 6.5% costs $1,896/mo x 30yr ($382,000 interest) versus $2,613/mo x 15yr ($170,000 interest). The 15-year saves $212,000 — but only if the higher payment leaves an emergency fund intact.
APR vs interest rate: the true cost
The interest rate prices the borrowed money; the APR (annual percentage rate) prices the loan — rate plus fees spread over the term. A 6.5% rate with $5,000 in fees on a $300,000 30-year mortgage is roughly 6.68% APR. When comparing offers, compare APRs — the lowest rate with high fees often loses.
Watch points: paying 1 point (1% of the loan) to cut the rate 0.25% breaks even in about 5–7 years. Staying 10+ years? Buy the points. Moving in 3? Don’t. Compute: $300,000 x 1 point = $3,000 cost; 0.25% rate cut saves ~$49/mo → breakeven 61 months.
Teaser rates on ARMs and credit cards deserve suspicion: “3.99% for 12 months” becomes 9%+ after. Model the reset rate, not the teaser — if you can’t afford the reset, it’s not affordable.
Fees are negotiable; rates less so. Origination fees, application fees, “processing” charges — ask “which of these can you waive?” Lenders routinely drop $500–2,000 in junk fees to win business, especially when you show a competing offer. The Loan Estimate form (required within 3 days of application) standardizes comparison: check page 1’s APR and “Total of Payments,” page 2’s itemized fees.
Comparing two offers? Compare the APR and the total of payments. The Consumer Financial Protection Bureau (CFPB) advises borrowers to look beyond the monthly payment: for each offer, weigh the APR and the total amount you will have paid over the life of the loan — the two figures that capture rate, fees and term together. Used that way, this page works as a loan rate calculator: enter each lender’s rate and term for the same amount, and the offer with the lower total interest — not the lower advertised rate — is the cheaper loan. Get at least three offers in writing before you choose; a rate quote without its fees is only half a quote.
Borrowing smart: the checklist
Before signing: (1) Compare at least 3 lenders — rates vary 0.5%+ for identical borrowers, worth tens of thousands. (2) Check the APR, not just the rate. (3) Ask about prepayment penalties and extra-principal options. (4) Verify the payment against your budget at the fully indexed rate for ARMs.
Debt hierarchy: pay minimums on everything, then avalanche extra cash at the highest rate first (mathematically optimal) — or snowball the smallest balance first (psychologically easier; costs slightly more). Either beats spreading extra payments evenly.
The affordability test: total debt payments under 36% of gross income (28% for housing). Above 40%, you’re one emergency from distress. And never borrow for depreciating consumption at high rates — a 12% loan for a vacation that lasts a week but bills for years is the worst trade in personal finance.
Good debt vs bad debt in one test: does the loan buy something that appreciates or earns (education, business, reasonably-priced home)? Potentially good. Does it fund consumption that vanishes (vacations, gadgets, weddings)? Bad at any rate above ~5%. The gray zone — cars — is why the 20/4/10 rule exists: 20% down, 4-year max term, payments under 10% of income. Violate it and the car owns you.
More ways to plan your loan
Try these related tools for borrowing and budgeting.
How to calculate your loan payment
Get your numbers in three simple steps.
How much you plan to borrow.
Your annual interest rate and loan length.
Monthly payment, total interest and payoff date.
⚙️How loan payments are calculated
Your monthly payment comes from the standard amortization formula — the same one lenders use:
P = loan amount · r = monthly rate · n = payments
Example: $25,000 loan at 7% for 5 years → $495.03/month, with $4,701.80 in total interest.
| Year | Interest | Principal | Balance |
|---|
| # | Payment date | Payment | Principal | Interest | Balance |
|---|
Each month, interest is charged on your remaining balance — so when the balance is largest (the start), most of your payment goes to interest. As the balance shrinks, more of each payment attacks principal. In year one of a $25,000 loan at 7%, about $1,613 of your payments goes to interest.
Put any extra money toward principal — even rounding your payment up each month cuts total interest. A lump sum early in the loan saves the most, since it shrinks the balance that all future interest is charged on. Just check for prepayment penalties first.
Long terms: 84 and 96 months, priced
Loan term in years and loan term in months are the same choice written two ways: 7 years is 84 payments, 8 years is 96. The maths does not care which box you use, but the term you pick changes the total cost more than most borrowers expect, because a longer term keeps the balance high for longer and interest is charged on that balance every month. The table below prices a $20,000 loan at an illustrative 7% over four terms. Stretching from 36 to 96 months cuts the payment by $344.87 a month, from $617.54 to $272.67 — and adds $3,945.23 of interest, from $2,231.51 to $6,176.74. That is the whole trade: monthly breathing room now, paid for in total interest later. Reading the amortisation schedule makes the same point row by row: each payment is interest on the remaining balance plus principal, the interest share is largest in the early rows, and any extra payment against principal shrinks every row that follows.
| Term | Monthly payment | Total interest | Total paid |
|---|---|---|---|
| 36 months (3 years) | $617.54 | $2,231.51 | $22,231.51 |
| 60 months (5 years) | $396.02 | $3,761.44 | $23,761.44 |
| 84 months (7 years) | $301.85 | $5,355.70 | $25,355.70 |
| 96 months (8 years) | $272.67 | $6,176.74 | $26,176.74 |
Frequently asked questions
How is my monthly loan payment calculated?
With the standard amortization formula M = P × r(1+r)ⁿ ÷ ((1+r)ⁿ − 1), where P is the loan amount, r the monthly interest rate (annual rate ÷ 12) and n the number of payments. Every payment is the same amount, but the split between interest and principal shifts over time.
What is the difference between the interest rate and the APR?
The interest rate is what the lender charges on the loan balance. The APR (annual percentage rate) folds in fees such as origination or closing costs, so it is usually a little higher. This calculator uses the interest rate for the payment itself — and if you enter any upfront fees under Advanced options, it also works out the APR with those fees folded in, the same figure your loan agreement discloses.
How much will I pay in total interest?
It depends on the amount, rate and term — enter your numbers above to see total interest instantly. In general, a longer term or a higher rate means much more total interest.
How can I pay off a loan faster?
Make extra principal payments, round your payment up, or choose a shorter term. Because early payments are mostly interest, extra money toward principal now saves the most interest over the life of the loan.
Is a shorter loan term always better?
A shorter term means higher monthly payments but far less total interest. A longer term costs less per month but much more interest overall. Choose the shortest term whose monthly payment your budget can comfortably sustain.
Can I use this for a car loan or personal loan?
Yes — any fixed-rate loan repaid in equal monthly installments works the same way: auto loans, personal loans, student loans and more. Enter the amount, rate and term for your specific loan.
How do extra monthly payments affect my loan?
Every extra dollar goes straight to principal, skipping all future interest on it. On a $25,000 loan at 7% over 5 years, $100 extra per month pays it off 11 months early and saves $939 in interest. Enter an amount in the extra-payment field above to see your savings.
What is the difference between loan term in years and months?
Nothing mathematically — 5 years is 60 monthly payments. Separate year/month inputs just make odd terms (like 2 years 6 months) easier to enter precisely than decimals. The payment formula always works in total months.
Does it matter how often my loan’s rate compounds?
Slightly. Most US consumer loans use monthly compounding, but some loans (e.g., Canadian mortgages) compound semi-annually or quarterly. A 7% nominal rate compounding quarterly costs $494.55/month on $25,000 over 5 years versus $495.03 monthly-compounded. Select your loan’s compounding above for an exact payment.
How do I calculate interest on a loan?
Take the balance you still owe and multiply by the monthly rate (annual rate ÷ 12). On a $10,000 loan at 8%, the first month’s interest is $10,000 × 0.08 ÷ 12 = $66.67, and it falls a little every month as the balance drops. Add up all 36 monthly interest charges and the total interest is $1,281.09 on a 3-year term. This calculator does the month-by-month maths for you — the Total interest figure is exactly that sum.
Why do 84- and 96-month terms cost so much more in interest?
Because interest is charged on the balance outstanding, and a long term keeps that balance high for years. On a $20,000 loan at an illustrative 7%, a 36-month term costs $2,231.51 of interest, while a 96-month term costs $6,176.74 — $3,945.23 more — for the same amount borrowed. The payment falls, but every extra year is another year of interest on a balance that is falling only slowly.
How do I read the amortisation schedule?
Each row is one payment: the interest charged on the balance at the start of that month, the principal that payment removes, and the balance left after it. Early rows are mostly interest because the balance is largest; later rows are mostly principal. The schedule also shows why extra payments help most early on: principal removed in month 6 stops earning interest in every month after it.
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