Loan Amortization Calculator
On $300,000 at 6% for 30 years you pay $1,798.65 a month, and only $298.65 of the first payment goes to principal. See how every payment on a fixed-rate loan splits.
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Your results
Monthly Payment
$1,798.65
Total Interest
$347,515.44
Total Paid
$647,515.44
You pay $1,798.65 a month for 30 years: 359 payments of $1,798.65 and a final payment of $1,800.09.
In all you pay $647,515.44, including $347,515.44 of interest: 115.838% of the loan, the Total Interest Percentage on the Loan Estimate a mortgage lender gives you after you apply, before any interest you prepay at closing.
Your first payment is $1,500.00 interest and $298.65 principal; principal overtakes interest with payment 223 (year 19), and half the loan is repaid by payment 252 (year 21).
In the first 5 years you pay $107,919.00 and cut the balance by $20,836.86, which a mortgage's Loan Estimate shows as $20,837 of "Principal you will have paid off."
Your loan
- r = 6% ÷ 12 = 0.005
- n = 30 × 12 = 360
- (1 + r)n ≈ 6.022575
- M ≈ 300,000 × 0.005 × 6.022575 ÷ 5.022575
- M ≈ $1,798.6516, paid as $1,798.65
Loan balance after each payment
Principal and interest in each payment
Amortization schedule by year
| Year | Principal | Interest | Interest to date | Balance at year end |
|---|---|---|---|---|
| 1 | $3,684.00 | $17,899.80 | $17,899.80 | $296,316.00 |
| 2 | $3,911.26 | $17,672.54 | $35,572.34 | $292,404.74 |
| 3 | $4,152.48 | $17,431.32 | $53,003.66 | $288,252.26 |
| 4 | $4,408.61 | $17,175.19 | $70,178.85 | $283,843.65 |
| 5 | $4,680.51 | $16,903.29 | $87,082.14 | $279,163.14 |
| 6 | $4,969.19 | $16,614.61 | $103,696.75 | $274,193.95 |
| 7 | $5,275.69 | $16,308.11 | $120,004.86 | $268,918.26 |
| 8 | $5,601.06 | $15,982.74 | $135,987.60 | $263,317.20 |
| 9 | $5,946.54 | $15,637.26 | $151,624.86 | $257,370.66 |
| 10 | $6,313.30 | $15,270.50 | $166,895.36 | $251,057.36 |
| 11 | $6,702.68 | $14,881.12 | $181,776.48 | $244,354.68 |
| 12 | $7,116.09 | $14,467.71 | $196,244.19 | $237,238.59 |
| 13 | $7,555.02 | $14,028.78 | $210,272.97 | $229,683.57 |
| 14 | $8,020.94 | $13,562.86 | $223,835.83 | $221,662.63 |
| 15 | $8,515.70 | $13,068.10 | $236,903.93 | $213,146.93 |
| 16 | $9,040.92 | $12,542.88 | $249,446.81 | $204,106.01 |
| 17 | $9,598.54 | $11,985.26 | $261,432.07 | $194,507.47 |
| 18 | $10,190.55 | $11,393.25 | $272,825.32 | $184,316.92 |
| 19 | $10,819.11 | $10,764.69 | $283,590.01 | $173,497.81 |
| 20 | $11,486.39 | $10,097.41 | $293,687.42 | $162,011.42 |
| 21 | $12,194.86 | $9,388.94 | $303,076.36 | $149,816.56 |
| 22 | $12,947.01 | $8,636.79 | $311,713.15 | $136,869.55 |
| 23 | $13,745.53 | $7,838.27 | $319,551.42 | $123,124.02 |
| 24 | $14,593.34 | $6,990.46 | $326,541.88 | $108,530.68 |
| 25 | $15,493.43 | $6,090.37 | $332,632.25 | $93,037.25 |
| 26 | $16,449.03 | $5,134.77 | $337,767.02 | $76,588.22 |
| 27 | $17,463.57 | $4,120.23 | $341,887.25 | $59,124.65 |
| 28 | $18,540.67 | $3,043.13 | $344,930.38 | $40,583.98 |
| 29 | $19,684.23 | $1,899.57 | $346,829.95 | $20,899.75 |
| 30 | $20,899.75 | $685.49 | $347,515.44 | $0.00 |
Every monthly payment
Show every monthly payment
| Payment no. | Principal | Interest | Balance |
|---|
Each payment is $1,798.65 except the last, $1,800.09. This schedule rounds the payment and each month's interest to the cent, and the last payment takes up the difference.
Same loan, different terms
From 40 years down to 5, the payment rises from $1,650.64 to $5,799.84 while total interest falls from $492,309.34 to $47,990.50. Principal passes interest at payment 343 on a 40-year loan, but from the first payment at 10 years or less.
| Loan term | Monthly payment | Total interest | Interest as % of loan | Principal passes interest at payment | Half repaid at payment |
|---|---|---|---|---|---|
| 5 years | $5,799.84 | $47,990.50 | 15.997% | 1 | 33 |
| 7 years | $4,382.57 | $68,135.45 | 22.712% | 1 | 47 |
| 10 years | $3,330.62 | $99,673.59 | 33.225% | 1 | 69 |
| 15 years | $2,531.57 | $155,682.79 | 51.894% | 43 | 110 |
| 20 years | $2,149.29 | $215,831.10 | 71.944% | 103 | 154 |
| 25 years | $1,932.90 | $279,872.80 | 93.291% | 163 | 202 |
| 30 years (closest to your input) | $1,798.65 | $347,515.44 | 115.838% | 223 | 252 |
| 40 years | $1,650.64 | $492,309.34 | 164.103% | 343 | 359 |
Same loan, different rates
Each half percentage point adds $82.32 to $107.13 a month on this loan and $29,636.56 to $38,562.62 of interest over 30 years.
| Interest rate | Monthly payment | Total interest | Interest as % of loan | Principal passes interest at payment |
|---|---|---|---|---|
| 3% | $1,264.81 | $155,332.95 | 51.778% | 84 |
| 3.5% | $1,347.13 | $184,969.51 | 61.657% | 124 |
| 4% | $1,432.25 | $215,607.20 | 71.869% | 153 |
| 4.5% | $1,520.06 | $247,218.25 | 82.406% | 176 |
| 5% | $1,610.46 | $279,769.69 | 93.257% | 195 |
| 5.5% | $1,703.37 | $313,210.43 | 104.403% | 210 |
| 6% (closest to your input) | $1,798.65 | $347,515.44 | 115.838% | 223 |
| 6.5% | $1,896.20 | $382,636.71 | 127.546% | 233 |
| 7% | $1,995.91 | $418,524.05 | 139.508% | 242 |
| 7.5% | $2,097.64 | $455,155.38 | 151.718% | 250 |
| 8% | $2,201.29 | $492,470.60 | 164.157% | 257 |
| 8.5% | $2,306.74 | $530,426.89 | 176.809% | 263 |
| 9% | $2,413.87 | $568,989.51 | 189.663% | 269 |
How loan amortization works
On a loan with monthly interest, each payment first covers the interest on what you still owe, at one-twelfth of the annual rate. At 6% that is 0.5% a month, so the first month's interest on $300,000 is $1,500.00. The rest of the payment reduces the balance. The next month's interest is a little smaller, so a little more of the same payment goes to principal. In its answer on amortization and auto loans, the Consumer Financial Protection Bureau (CFPB) puts it this way: "In an amortizing loan, a percentage of your monthly payment is applied to the principal and to the interest. At the beginning of your loan term, more of your payment is generally applied toward the interest rather than the principal."
Why principal overtakes interest at payment 223
Each payment's principal lowers next month's interest by 0.5% of that amount. The payment stays the same, so its principal part grows by 0.5% a month. It is $298.65 in payment 1, $597.37 in payment 140 and $1,194.89 in payment 279. At that pace it doubles about every 139 payments. The rule of 72 gives nearly the same answer: dividing 72 by the rate, 72 ÷ 6 = 12 years to double. The principal part would equal the whole payment one month after the last payment. So it equals half the payment one doubling time before that: 360 + 1 − 138.98 = 222.02. Payment 223, in year 19, is the first where principal is the larger part.
The loan amount is not in that sum, so $100,000 and $1,000,000 at 6% for 30 years also cross at payment 223. Rounding to the cent can move it: at 6% for 30 years only on small loans, but at some rates and terms on large loans too. The rate and the term do move it. On the same loan, the crossing comes at payment 84 at 3%, 153 at 4%, 195 at 5%, 242 at 7% and 257 at 8%. A 15-year term at 6% crosses at payment 43. When the term is shorter than one doubling time, principal is the larger part from the first payment, as on the car loan below. On a small loan, rounding to the cent can still tip the first payment the other way.
Why the balance falls slowly, then fast
Because the principal part keeps growing, each year takes a bigger bite out of the balance than the year before. A quarter of the loan is repaid by payment 164, half by payment 252 and three quarters by payment 314. Halfway through the term, after 15 years, you still owe 71% of the loan ($213,146.93). Yet you have already paid 68% of all the interest ($236,903.93 of $347,515.44).
How to build an amortization schedule
- Divide the annual rate by 12 and multiply the years by 12: 6% becomes 0.5% a month, and 30 years is 360 payments.
- Work out the payment with the formula below and round it to the nearest cent: $1,798.65.
- Each month, multiply the balance by the monthly rate and round to the nearest cent: in month 2, 0.5% of $299,701.35 is $1,498.51 of interest.
- Subtract the interest from the payment to get the principal, $300.14, and subtract that from the balance, leaving $299,401.21.
- In the last month, pay the remaining balance plus its interest: $1,800.09 here.
Video walkthrough
A 3½-minute walkthrough of where each payment goes and when principal overtakes interest.
Read the transcript
Why your first payment is mostly interest
0:00 Borrow $300,000 at 6% for 30 years, and your payment is about $1,800 a month.
0:09 But of your very first payment, $1,500 is interest.
0:14 Only about $300 pays down the loan.
0:18 That isn't a penalty.
0:19 It's how a standard fixed-rate loan works, and once you see why, you can decide how much interest you're willing to pay.
How each payment is split
0:27 Each month, the lender first charges interest on what you still owe.
0:32 At 6% a year, that's half a percent a month, and half a percent of the whole loan is the first month's interest.
0:39 The rest of the payment reduces the balance.
0:42 So next month you owe a little less, the interest is a little smaller, and a little more of the same payment goes to the loan.
0:51 The calculator works out that split for every payment.
0:54 Month after month it shifts, until the last of 360 payments is almost all principal.
When principal overtakes interest
1:02 Here is every payment.
1:04 Interest takes the bigger share for years: principal doesn't pull ahead until payment 223, in year 19.
1:12 The higher the rate and the longer the term, the later that comes.
1:16 After 10 years, you've paid about $216,000, yet less than $49,000 of it has gone to the loan.
1:26 The balance doesn't fall below half until payment 252, in year 21.
1:33 Over the full 30 years, interest adds up to about $350,000.
1:39 That's more than you borrowed.
What a shorter term or lower rate does
1:41 That total depends on the term and the rate you choose.
1:45 At the same 6%, a 15-year loan costs about $733 more a month, but you'd pay roughly $192,000 less interest.
1:56 And shorter loans usually come with lower rates too, by as much as a full percentage point, according to the CFPB's page on the different kinds of loans.
2:07 The rate matters too.
2:09 On the same loan, going from 6% to 7% adds about $71,000 of interest over the life of the loan.
2:19 So compare offers from more than one lender.
Try your own numbers
2:22 To see your own schedule, enter the loan amount, the rate and the term.
2:27 Here's a car loan: put the term in years, not months, and the results update as you type.
2:33 Every payment is listed: by year, and by month when you open the full table.
2:39 You can download either table to open in a spreadsheet, or copy a link that keeps your numbers.
Before you sign
2:46 Before you sign, check your Loan Estimate.
2:49 Page 3 shows the principal you'll have paid off in 5 years.
2:53 On the government's sample form, that's $15,773, and this calculator gives the same.
3:02 Enter the loan's interest rate, not the APR.
3:05 The APR adds points and fees, so it's usually higher, and the Loan Estimate prints right beside it: "This is not your interest rate."
3:15 And these figures are principal and interest only.
3:18 Property tax, home insurance and any mortgage insurance come on top.
3:23 So: early payments are mostly interest, and the term and the rate set the total.
3:28 Check your own loan at fastcalc.us.
Amortization formula
r = annual rate ÷ 12 n = years × 12 M = P × r × (1 + r)^n ÷ ((1 + r)^n − 1) M = P ÷ n when r = 0 interest_k = B_(k−1) × r principal_k = M − interest_k B_k = P × (1 + r)^k − M × ((1 + r)^k − 1) ÷ r crossover payment = n + 1 − ln 2 ÷ ln(1 + r), rounded up, and at least 1 (r > 0, before rounding to the cent) P loan amount · r monthly rate · n months in the term · M payment k payment number · B_k balance after payment k · ln natural logarithm
Worked examples
For a $300,000 loan at 6% for 30 years, the formula gives $1,798.6516 a month, which is paid as $1,798.65.
At the same 6%, a 15-year term costs $2,531.57 a month, $732.92 more. Total interest falls to $155,682.79, which is $191,832.65 less, and principal passes interest at payment 43 instead of 223. That saving is not free money. In effect, the extra $732.92 a month earns the loan's 6%: at that rate, both sets of payments are worth the same $300,000 today. Shorter terms usually come with lower rates too. The CFPB's page on the different kinds of loans says the rate on a shorter term "is usually lower—by as much as a full percentage point." At 5.5% the 15-year payment would be $2,451.25 and the total interest $141,225.11.
A $25,000 car loan at 7.5% for 5 years is 59 payments of $500.95 and a final payment of $500.91, with $5,056.96 of interest. Its first payment is already mostly principal: $344.70 against $156.25 of interest. That is because 60 months is shorter than one doubling time at 7.5%, about 111 payments.
Check your Loan Estimate and Closing Disclosure
You get a Loan Estimate after you apply for a mortgage, and a Closing Disclosure, the form with your final terms, before closing. Both print figures you can check against this page. The federal truth-in-lending regulation, Regulation Z (12 CFR part 1026), says how they are worked out. On page 1, under Loan Terms, you will find the interest rate and the monthly principal and interest (12 CFR 1026.37(b)(2) and (b)(3)). The CFPB's answer on interest rates and annual percentage rates (APRs) also points to page 1: "If you have applied for a mortgage and received a Loan Estimate from one or more lenders, you can find the interest rate on page 1 under “Loan Terms,” and the APR on page 3 under “Comparisons.”" Enter the interest rate, not the APR, with the loan amount and term, and the payment should match to the cent (comment 37(o)(4)-1).
On page 3, under In 5 Years, the form prints the "Principal you will have paid off" in the first 60 payments. It is rounded to the nearest dollar (12 CFR 1026.37(l)(1)(ii) and (o)(4)(i)(A)). For the default loan that is $20,837, from the $20,836.86 of principal in this schedule's first 60 payments. The total printed above it adds mortgage insurance, prepaid interest and loan costs to the $107,919 of principal and interest.
The Total Interest Percentage (TIP) is on page 3 of the Loan Estimate and page 5 of the Closing Disclosure. It is all the interest over the term as a percentage of the loan: 115.838% here. The form rounds it to three decimals and drops trailing zeros (12 CFR 1026.37(l)(3) and (o)(4)(ii)). The CFPB's answer on the TIP notes that "The TIP does not include upfront fees, other than prepaid interest." So a lender's TIP is higher by the interest you prepay at closing. It is lower if page 2 shows prepaid interest as a negative amount (comment 37(l)(3)-1).
Try it on the CFPB's sample Loan Estimate, form H-24(B), a $162,000 fixed-rate loan at 3.875% over 30 years. This calculator gives the sample's $761.78 of monthly principal and interest. The principal of its first 60 payments, $15,772.58, rounds to the $15,773 the sample prints under In 5 Years. Add the sample's 15 days of prepaid interest at $17.44 a day ($261.60), and the TIP comes to 69.448%. That is 0.002 percentage points below the 69.45% the sample prints.
Why your lender's schedule can differ
Rounding to the cent. Payments are made in whole cents, so the last payment can differ from the others. Regulation Z's official interpretation (comment 17(c)(3)-1) says "the amount of the last payment may require adjustment to account for the rounding of the other payments to whole cents." This schedule rounds the payment and each month's interest half up, which is why its final payment is $1,800.09 and its interest totals $347,515.44. A lender that rounds each month's interest another way can end with a different last payment. A calculator that never rounds shows $347,514.57 of interest instead, and $279,163.07 owed after payment 60 rather than $279,163.14. The balance formula above, with the unrounded payment, gives the same $279,163.07. At high rates over long terms the rounding can grow: $162,000 at 25% over 50 years ends with $60,156.05 after 599 payments of $3,375.01.
Daily interest. Some loans, car loans among them, charge interest by the day. The CFPB's answer on auto loan interest says simple interest is calculated "based on the outstanding balance of the loan either on a daily or monthly basis." Paying a few days early or late then moves the split, as the car loan section below shows.
The closing date. It sets your payment dates and the prepaid interest you pay at closing, which page 2 of the Loan Estimate lists under Prepaids. With interest charged by the month, as here, it does not change how each payment splits.
Fees first. "Interest and fees are generally paid before your payments go towards your loan’s principal," the CFPB notes in its answer on paying interest or principal on an auto loan. If the numbers still differ, ask your servicer, the company that collects your payments and handles your loan, for the loan's payment history. Or work back from your actual payment to the rate it implies with the loan interest rate calculator.
Car loans, extra payments and other special cases
Car loans and daily interest
Most car loans use simple interest. The CFPB's answer on simple and precomputed auto loan interest calls it "far more common" than precomputed interest. With precomputed interest, all the interest is worked out at the start and added to the loan. The same CFPB answer notes that with it, "Making extra payments does not reduce the principal amount (or interest) owed." When interest is figured by the day instead, the $25,000 car loan in the worked examples costs $5.1370 a day on a 365-day year. A 31-day month then charges $159.25 and a 28-day month $143.84, against $156.25 a month under this calculator's monthly method. A payment made 10 days late carries $51.37 more interest, so that much less of it reduces the balance. The daily interest calculator works out interest by the day, and the auto loan calculator starts from the car's price, down payment and trade-in.
Extra payments
Extra principal shortens the loan. The payment stays the same, so a smaller balance is paid off sooner. Paying $100 a month extra on the default loan ends it 47 months sooner and saves $53,346.41 of interest, as the loan extra payment calculator shows. That calculator keeps unrounded amounts, so its totals do not match this schedule's to the cent. As with the shorter term in the worked examples, the saving has a cost. You pay the extra sooner, and in effect it earns the loan's 6%. To cut the payment instead of the term, see the mortgage recast calculator.
When a payment doesn't cover the interest
If a payment is less than the month's interest, the balance grows. The CFPB's answer on negative amortization explains: "Negative amortization means that even when you pay, the amount you owe will still go up because you are not paying enough to cover the interest." On the default loan the first month's interest is $1,500.00. Paying $1,400 a month for a year would leave you owing $301,233.56. Paying exactly the interest, as an interest-only loan does in its interest-only years, leaves the balance where it started.
Assumptions and limitations
- The rate is fixed for the whole term. An adjustable-rate loan's payment can change when the rate resets; see the adjustable-rate mortgage calculator.
- Payments are monthly, the first one month after the loan starts. Interest is one-twelfth of the annual rate each month, not figured by the day.
- The payment and each month's interest are rounded to the nearest cent, with half a cent rounded up. The last payment absorbs the rounding, so at high rates over long terms it can be more than twice the others.
- Principal and interest only. Property tax, homeowners insurance and mortgage insurance are paid on top, often through escrow, an account the servicer uses to pay them. As the CFPB's Loan Estimate explainer puts it, your total monthly payment "will typically be more than this amount due to taxes and insurance." Closing costs you finance belong in the loan amount.
- No extra, late or missed payments, fees or prepayment penalties.
- Loan amounts from $100 to $100,000,000, rates from 0% to 100% with up to three decimals, and terms of 1 to 50 years. The $300,000 and 6% defaults are round figures for illustration, not a quote of current rates.
- For your own loan, go by your loan papers: for a mortgage, the Loan Estimate and Closing Disclosure.
These figures are estimates for learning and planning, not financial, tax, legal or investment advice. Terms of use.
What to do with your schedule
Compare terms at the rates you are actually offered. On $300,000, a 15-year loan at 5.5% instead of a 30-year loan at 6% costs $652.60 more a month and $206,290.33 less interest. The 15 vs 30 year mortgage calculator puts two offers side by side.
Shop the rate: on the default loan, a quarter of a percentage point (6% to 6.25%) adds $48.50 a month and $17,460.36 of interest. The CFPB's page on the different kinds of loans advises: "Always compare official loan proposals, called Loan Estimates, before making your decision." The APR calculator shows what fees add.
Check page 3 of your Loan Estimate against this page. On a loan longer than 5 years, "Principal you will have paid off" should match the dollar figure the summary gives for the first 5 years. Add the prepaid interest on page 2, as a share of the loan, to the summary's Total Interest Percentage (115.838% on the default loan). The TIP should be close to that, as the Loan Estimate section shows.
Before you pay extra, check your loan documents for a prepayment penalty. The CFPB's answer on the subject defines it as "a fee that some lenders charge if you pay off all or part of your mortgage early." Then ask the servicer to put the extra toward principal. In its answer on paying interest or principal on an auto loan, the CFPB says, "You may be able to request that your lender or servicer apply more of your payment to your loan’s principal. Check your loan documents first." In the loan extra payment calculator, a one-time $10,000 paid with payment 12 takes 29 months off the default loan and saves $42,805.58 of interest. That $10,000 in effect earns the loan's 6%, as the section on extra payments explains.
Refinancing restarts the schedule. After 5 years you still owe $279,163.14, 93.1% of the loan, and a new 30-year loan's early payments are mostly interest again. The mortgage refinance calculator weighs that against a lower rate.
Frequently asked questions
Why is most of my loan payment going to interest?
Interest is charged on the balance you still owe, and at first you owe the whole loan. On $300,000 at 6% over 30 years, $17,899.80 of the $21,583.80 you pay in the first year is interest. Interest stays the larger part of each payment until payment 223.
When do mortgage payments start going more to principal than interest?
On a 30-year loan at 6%, principal passes interest with payment 223, in year 19. The higher the rate and the longer the term, the later it comes. At 6%, a 20-year loan crosses at payment 103 and a 25-year loan at payment 163. The section on why principal overtakes interest explains why, and how rounding to the cent lets the amount borrowed move it.
How much of my mortgage will I have paid off after 5 years?
On $300,000 at 6% for 30 years you will have paid off $20,836.86, about 6.9% of the loan, and still owe $279,163.14. Your Loan Estimate shows this figure, rounded to the dollar, on page 3, as the Loan Estimate section above explains.
Why doesn't my amortization schedule match my lender's?
Check three things: the rate entered (use the interest rate, not the APR), rounding and timing. For rounding, compare last payments: this page rounds the payment and each month's interest half up, which leaves $1,800.09 on the default loan. The section on why your lender's schedule can differ explains all three.
Does paying extra principal shorten the loan or lower the payment?
It shortens the loan: $200 a month extra pays off the default loan 81 months sooner and saves $91,173.43 of interest. That extra money in effect earns the loan's 6%, as the section on extra payments explains.
Are car loans amortized the same way as a mortgage?
Yes: the payment comes from the same formula, so the $25,000 car loan in the worked examples is $500.95 a month. Most car loans charge simple interest, which is interest on the balance you still owe. This page works out a mortgage's interest that way too. The difference is that a car loan may figure its interest by the day, as the section on car loans shows.
What is the Total Interest Percentage (TIP) on a Loan Estimate?
It is all the interest over the full term as a percentage of the loan. For $300,000 at 6% it is 115.838% over 30 years and 51.894% over 15. The Loan Estimate section above shows where the forms print it and how prepaid interest changes the lender's figure.
Should I use the interest rate or the APR to calculate my payment?
Use the interest rate, because the payment is built on it. The Loan Estimate even prints beside the APR: "This is not your interest rate." The CFPB's answer on rates and APRs explains that the APR "reflects the interest rate, any points, mortgage broker fees, and other charges that you pay to get the loan," so it is usually higher. Entering an APR of 6.5% instead of a 6% rate would overstate the payment by $97.55 a month and the interest by $35,121.27.
Sources
- CFPB, What is amortization and how could it affect my auto loan? (page reviewed Sep 24, 2024)
- CFPB, What's the difference between a simple interest rate and precomputed interest on an auto loan? (page reviewed Jan 30, 2024)
- CFPB, Is it better to pay off the interest or principal on my auto loan? (page reviewed Jan 30, 2024)
- CFPB, What is the difference between a mortgage interest rate and an APR? (page reviewed Aug 28, 2026)
- CFPB, What is the Total Interest Percentage (TIP) on a mortgage? (page reviewed Sep 11, 2024)
- CFPB, What is negative amortization? (page reviewed Sep 11, 2024)
- CFPB, What is a prepayment penalty? (page reviewed Sep 11, 2024)
- CFPB, Understand the different kinds of loans available (Buying a House, loan term) (page modified Feb 18, 2026)
- CFPB, Loan Estimate explainer (Buying a House) (page modified Oct 29, 2025)
- CFPB, Sample Loan Estimate for a fixed-rate loan (form H-24(B)) (form dated Feb 7, 2014)
- Regulation Z, 12 CFR 1026.37, content of the Loan Estimate (CFPB text) (current version)
- Regulation Z, 12 CFR 1026.17, general disclosure requirements (CFPB text) (current version)
More in Loan Calculators and Finance Calculators.