A loan calculator that estimates your monthly payment using the standard amortization formula M = P · r · (1+r)^n / ((1+r)^n − 1). It shows total interest, total cost, the principal/interest split, and an amortization schedule for the first 24 months. Useful for mortgages, auto loans, and personal loans. For educational purposes only — not financial or legal advice.
How to use
Enter the loan amount (principal).
Set the annual interest rate (APR) as a percentage.
Choose the loan term in years.
Read the monthly payment, total payment, and total interest.
Expand the schedule to see how each payment splits into principal and interest.
Common use cases
Comparing mortgage offers from different lenders.
Estimating affordability before house or car shopping.
Planning early repayment scenarios by reducing the term.
Visualizing how interest dominates early-year payments.
Sharing a baseline payment estimate with a co-borrower.
Frequently asked questions
Q. Does this include taxes, insurance, or fees?
A. No. The calculation covers only principal and interest. Mortgage payments often include property tax and insurance escrow on top.
Q. Why is so much of my early payment going to interest?
A. In an amortizing loan, interest is charged on the remaining balance. Early balances are large, so interest is large; the principal share grows over time.
Q. Can I model variable rates?
A. No. This tool assumes a fixed APR. For ARMs, recalculate after each rate adjustment using the updated rate and remaining balance.
Q. Is this financial or legal advice?
A. No. Always consult a licensed financial advisor or legal professional before signing a loan contract.
On the surface, leasing looks cheaper: monthly payments are typically 30–50% lower than financing the same vehicle. The catch is that the lease payment buys you depreciation plus rent, while the loan payment buys you the entire car. Run a 3-year window on a $35,000 mid-size sedan to see what the math actually looks like.
Lease scenario: assume a 36-month, 36k-mile lease with money factor 0.0015 (≈ 3.6% APR equivalent — multiply by 2400 to convert money factor to APR), residual value 58% ($20,300), and an acquisition fee of $695. Capitalized cost reduction (down payment) of $0. Depreciation = ($35,000 − $20,300) / 36 = $408.33/month. Rent charge = ($35,000 + $20,300) × 0.0015 = $82.95/month. Pre-tax monthly = $491.28. Add 8% sales tax (varies by state) → $530.58. Over 36 months you pay $19,790 — and you return the keys with nothing.
Loan scenario: same $35,000, $0 down, 60-month note at 7.5% APR. Monthly payment via the amortization formula M = P · r · (1+r)^n / ((1+r)^n − 1) = $701.40. Over 36 months you have paid $25,250 in payments. Of that, roughly $16,800 went to principal and $8,450 to interest. The car at month 36 is worth approximately $20,300 (same residual). Net worth position: $25,250 paid out, $20,300 asset, plus a remaining balance of $18,200 you still owe. Equity = $20,300 − $18,200 = $2,100.
Side by side at month 36: lease costs $19,790 with nothing to show; loan costs $25,250 paid plus $18,200 still owed but with $2,100 in equity. The lease is $5,460 cheaper out of pocket but leaves you with no asset and no transportation. The loan path requires another 24 months to own free and clear — and once you cross year 5, the per-month cost of ownership drops to insurance, fuel, and maintenance. Over a 10-year horizon, owning typically wins by $5,000–$15,000, depending on residual values, interest rates, and how long you actually keep cars. Lease loses if you keep cars more than 4 years; lease wins if you trade every 3 years and value the latest features. Educational only — confirm specific lease/loan terms in writing with your dealer and lender.
Personal Loan APR vs Credit Card APR (When to Consolidate)
Credit card debt and personal loan debt are both unsecured consumer credit, yet the average rates differ wildly: as of early 2026, the Federal Reserve's G.19 release reports the average commercial bank credit card APR at roughly 22%, while average 24-month personal loan APR sits closer to 12%. That ten-percentage-point gap is the entire reason the debt consolidation industry exists — and also the reason it can backfire if you do the math wrong.
The case where consolidation clearly wins: $15,000 in credit card debt at 24% APR, paying the minimum (typically interest plus 1% of balance, about $325/month). At that pace you would take roughly 17 years to pay off and spend approximately $14,300 in interest alone. Refinance into a 5-year personal loan at 12% APR via the standard amortization formula M = P · r · (1+r)^n / ((1+r)^n − 1): monthly payment $333.67, total interest paid $5,020. Switching saves $9,280 in interest and you are debt-free in 60 months instead of 200. The break-even depends on how disciplined you are about not running the cards back up.
The case where consolidation backfires: same $15,000 at 24% APR, but instead of paying minimums you were already paying $500/month — that schedule clears the debt in 47 months with about $8,300 interest. Now refinance to a 7-year personal loan at 12% APR: monthly drops to $264.81, total interest jumps to $7,244 over 84 months. You "saved" $1,000 in interest only by stretching the term to 7 years. Worse, the 24% credit card line stays open and frequently gets re-utilized — about 60% of debt consolidation borrowers run their card balances back up within 24 months, per the Consumer Financial Protection Bureau's 2017 report on debt consolidation outcomes.
Three rules of thumb. (1) Consolidate only if the new APR is at least 5 percentage points lower than the weighted average APR of what you are replacing — fees and origination charges erode smaller spreads. (2) Keep or shorten the payoff term; never extend it. If you were 4 years from payoff at minimum payments, target a 3-year personal loan. (3) Close or freeze the credit card lines you just paid off to remove the temptation. Look at hardship programs from the original creditor first — they can sometimes drop your APR to 9–12% without a new loan or hard credit pull. This is general educational content; for a personalized assessment, talk to a non-profit credit counselor accredited by the NFCC (nfcc.org).
// $15,000 debt: minimum payments vs 5-year consolidation
function payoffMonths(principal, apr, monthlyPayment) {
const r = apr / 12;
let bal = principal, months = 0, interest = 0;
while (bal > 0 && months < 600) {
const i = bal * r;
interest += i;
bal = bal + i - monthlyPayment;
months++;
}
return { months, interest: +interest.toFixed(0) };
}
payoffMonths(15000, 0.24, 325); // ~200 months, ~$14,300 interest
payoffMonths(15000, 0.12, 333.67);// ~60 months, ~$5,020 interest
// Consolidate only if new APR is >=5pp lower than weighted average
function shouldConsolidate(currentWeightedApr, newApr) {
return (currentWeightedApr - newApr) >= 0.05;
}
Co-signing Math: What You Are Really Promising
When a parent co-signs a $30,000 student loan or a friend co-signs a $20,000 auto loan, what they sign is not a "vouch" or a "reference" — they sign a joint and several liability contract. The lender can demand the entire balance from the co-signer the day after the primary borrower misses a payment, and they often do. The Consumer Financial Protection Bureau's data shows roughly 38% of co-signers ultimately have to pay some or all of the loan, and 28% see their credit score drop because of it.
The math your credit report sees is brutal. The full loan balance counts toward your debt-to-income (DTI) ratio for any future mortgage, auto loan, or refinance application. Co-sign a $30,000 student loan with a $300/month payment, and Fannie Mae underwriters add that $300 to your monthly obligations even though you have never made a payment — that single line item can cost you about $50,000 of borrowing capacity on a 30-year mortgage at 7%. The loan also lives on your credit report. A single 30-day late by the primary borrower drops a co-signer's FICO score by 50–100 points; a 90-day late drops it by another 50–80. Recovery takes 24 months minimum and the negative mark stays on the report for 7 years.
Worse, "co-signer release" — the lender's option to formally remove you after the primary borrower makes 12–48 on-time payments — is far less reliable than borrowers assume. Sallie Mae approves roughly 5% of co-signer release requests; SoFi and other private lenders reportedly approve 10–25%. The borrower must demonstrate income that independently supports the loan, hit a credit score threshold (often 700+), and apply during a narrow window. Practical reality: assume the obligation is permanent unless you refinance the loan into the borrower's name alone.
If you must co-sign, three protections meaningfully reduce risk. (1) Demand monthly statement access — federal law requires lenders to provide statements to all named borrowers, but in practice you have to ask. Set up account alerts in your own name so you find out about late payments before they hit credit. (2) Set a written agreement with the primary borrower that funds you a "reserve" equal to 3 months of payments, held in your own account, available if they miss. (3) Push hard for a clear refinance/release timeline — document an expectation that the loan is refinanced into the borrower's sole name within 24–36 months once their credit qualifies. None of this changes the legal obligation; it only manages the downside. Educational information only; consult a licensed attorney before signing.
// Hidden DTI cost: a co-signed loan reduces your future mortgage capacity
function maxMortgage(monthlyIncome, otherDebts, dtiCap, rate, years) {
const allowance = monthlyIncome * dtiCap - otherDebts;
const r = rate / 12, n = years * 12;
// Solve P from M = P r (1+r)^n / ((1+r)^n - 1)
return allowance * (Math.pow(1+r, n) - 1) / (r * Math.pow(1+r, n));
}
const income = 8000; // $8k/month
const baseDebts = 500; // car payment, etc.
const dti = 0.43; // Fannie Mae cap
const noCosign = maxMortgage(income, baseDebts, dti, 0.07, 30);
const yesCosign= maxMortgage(income, baseDebts + 300, dti, 0.07, 30);
// Difference is roughly $45,000 - $50,000 of mortgage borrowing power
// for a single co-signed $300/month student loan.