Amortization schedule calculator with fixed monthly payment

Amortization schedule calculator with fixed monthly payment

Loan Payment Calculator With Amortization Schedule

This calculator will compute a loan's payment amount at various payment intervals -- based on the principal amount borrowed, the length of the loan and the annual interest rate. Then, once you have computed the payment, click on the "Create Amortization Schedule" button to create a chart you can print out.

We also offer more specific mortgage amortization & auto amortization calculators.

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Simply enter the amount borrowed, the loan term, the stated APR & how frequently you make payments. We will quickly return your payment amount, total interest expense, total amount repaid & the equivalent interest-only payments to show how much you would end up spending on interest if you did not pay down the balance.

Enter the loan amount in the calculator if you know how much you will finance. If you are uncertain of how much you need to borrow, you can have it automatically calculated by entering any associated purchase, sales tax & application fees in the first section which appears if you expand the "Optional Advanced Data" drop down.

At the bottom of the calculator you can choose to create a share link for your calculation. We also provide the ability to create an inline amortization table below the calculator, or a printer friendly amortization table in a new window. Our site also offer specific calculators for auto loans & mortgages.

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Amortization Calculations

Amortization schedule calculator with fixed monthly payment

Borrowed funds are paid back over time, using a variety of accounting methods.  Once cash is borrowed, a repayment timeline begins, taking several factors into account.  There is no cookie cutter approach to loan repayment, because the terms and conditions associated with each loan are unique.  The length of time it takes to repay loans and the total amount of interest paid are functions of the agreements made between borrowers and lenders.

As repayment progresses, each billing cycle requires a particular payment, which is split between amounts applied to principal, and totals due resulting from interest charges.  Amortization calculator tracks your responsibility for principal and interest payments, helping illustrate how long it will take to pay off your loan.

Schedules Show Payments

Amortization schedule calculator with fixed monthly payment

Amortization schedules use columns and rows to illustrate payment requirements over the entire life of a loan.  Looking at the table allows borrowers to see exactly how loans are paid back, including the breakdown between interest and principal amounts applied.

If you are considering a major purchase, requiring a loan, amortization calculator furnishes a tool for predicting what payments will be.  By inputting information like total loan amount, and interest terms, total payment schedules can be crafted for a variety of scenarios.

Affordability, especially for homes and vehicles, hinges on a number of influences, including personal income and total outstanding debt.  As you assess your ability to finance major purchases, use amortization schedules to look ahead, outlining each future payment and its due date.  Change calculations by altering parameters, creating side-by-side comparisons of amortization schedules.

The following table is an example of the type of table you can generate using the above calculator.

Payment # Payment Principal Interest Balance
1 $438.33 $271.66 $166.67 $24,728.34
2 $438.33 $273.47 $164.86 $24,454.87
3 $438.33 $275.30 $163.03 $24,179.57
4 $438.33 $277.13 $161.20 $23,902.44
5 $438.33 $278.98 $159.35 $23,623.46
6 $438.33 $280.84 $157.49 $23,342.62
7 $438.33 $282.71 $155.62 $23,059.91
8 $438.33 $284.60 $153.73 $22,775.31
9 $438.33 $286.49 $151.84 $22,488.82
10 $438.33 $288.40 $149.93 $22,200.42
11 $438.33 $290.33 $148.00 $21,910.09
12 $438.33 $292.26 $146.07 $21,617.83
Year 1 $3,382.17 $1,877.79
13 $438.33 $294.21 $144.12 $21,323.62
14 $438.33 $296.17 $142.16 $21,027.45
15 $438.33 $298.15 $140.18 $20,729.30
16 $438.33 $300.13 $138.20 $20,429.17
17 $438.33 $302.14 $136.19 $20,127.03
18 $438.33 $304.15 $134.18 $19,822.88
19 $438.33 $306.18 $132.15 $19,516.70
20 $438.33 $308.22 $130.11 $19,208.48
21 $438.33 $310.27 $128.06 $18,898.21
22 $438.33 $312.34 $125.99 $18,585.87
23 $438.33 $314.42 $123.91 $18,271.45
24 $438.33 $316.52 $121.81 $17,954.93
Year 2 $3,662.90 $1,597.06
25 $438.33 $318.63 $119.70 $17,636.30
26 $438.33 $320.75 $117.58 $17,315.55
27 $438.33 $322.89 $115.44 $16,992.66
28 $438.33 $325.05 $113.28 $16,667.61
29 $438.33 $327.21 $111.12 $16,340.40
30 $438.33 $329.39 $108.94 $16,011.01
31 $438.33 $331.59 $106.74 $15,679.42
32 $438.33 $333.80 $104.53 $15,345.62
33 $438.33 $336.03 $102.30 $15,009.59
34 $438.33 $338.27 $100.06 $14,671.32
35 $438.33 $340.52 $97.81 $14,330.80
36 $438.33 $342.79 $95.54 $13,988.01
Year 3 $3,966.92 $1,293.04
37 $438.33 $345.08 $93.25 $13,642.93
38 $438.33 $347.38 $90.95 $13,295.55
39 $438.33 $349.69 $88.64 $12,945.86
40 $438.33 $352.02 $86.31 $12,593.84
41 $438.33 $354.37 $83.96 $12,239.47
42 $438.33 $356.73 $81.60 $11,882.74
43 $438.33 $359.11 $79.22 $11,523.63
44 $438.33 $361.51 $76.82 $11,162.12
45 $438.33 $363.92 $74.41 $10,798.20
46 $438.33 $366.34 $71.99 $10,431.86
47 $438.33 $368.78 $69.55 $10,063.08
48 $438.33 $371.24 $67.09 $9,691.84
Year 4 $4,296.17 $963.79
49 $438.33 $373.72 $64.61 $9,318.12
50 $438.33 $376.21 $62.12 $8,941.91
51 $438.33 $378.72 $59.61 $8,563.19
52 $438.33 $381.24 $57.09 $8,181.95
53 $438.33 $383.78 $54.55 $7,798.17
54 $438.33 $386.34 $51.99 $7,411.83
55 $438.33 $388.92 $49.41 $7,022.91
56 $438.33 $391.51 $46.82 $6,631.40
57 $438.33 $394.12 $44.21 $6,237.28
58 $438.33 $396.75 $41.58 $5,840.53
59 $438.33 $399.39 $38.94 $5,441.14
60 $438.33 $402.06 $36.27 $5,039.08
Year 5 $4,652.76 $607.20
61 $438.33 $404.74 $33.59 $4,634.34
62 $438.33 $407.43 $30.90 $4,226.91
63 $438.33 $410.15 $28.18 $3,816.76
64 $438.33 $412.88 $25.45 $3,403.88
65 $438.33 $415.64 $22.69 $2,988.24
66 $438.33 $418.41 $19.92 $2,569.83
67 $438.33 $421.20 $17.13 $2,148.63
68 $438.33 $424.01 $14.32 $1,724.62
69 $438.33 $426.83 $11.50 $1,297.79
70 $438.33 $429.68 $8.65 $868.11
71 $438.33 $432.54 $5.79 $435.57
72 $438.47 $435.57 $2.90 $0.00
Year 6 $5,039.08 $221.02
Grand Total 25,000.00 6,559.90

Amortizing Loan Advantages

Loans are issued under a variety of terms, requiring borrowers to meet myriad repayment conditions.  Some loans are weighted unevenly, calling for lump payments toward the end of financing periods.  Amortization loans spread the principal payments more evenly, distributing the burden over the entire course of a loan's life.  As final amortized payments near, borrowers are not subject to balloon payments or other irregularities.  Instead, the original purchase price of the asset continues to amortize until it is completely paid-off.

Balloon loans, or bullet loans, operate under a different set of rules than standard amortizing loans.  While both credit options are used to finance the same things: Homes, cars and other expensive purchases, the way they get paid back are entirely different.  To start, bullet loans require large payments toward the end of each loan's life.  Borrowers pay toward balloon loans over time, just like their amortizing counterparts, but their payments are applied primarily to interest obligations.  As a result, loans carry through to their conclusions with large principal balances still intact.  The only way to satisfy balloon mortgages and other similar credit instruments is to wipe out the entire remaining balance with one final payment.

While bullet loans serve vital functions for borrowers short on cash, they lead to problems when managed improperly.  In many cases, balloon amounts are refinanced into conventional amortizing loans as they come due, spreading the payments out further. Whenever possible, use amortizing loan advantages to keep budgets manageable.  Use loan payment calculator with amortization schedule to outline your debt responsibilities.

How do you calculate amortization on a fixed monthly payment?

How to Calculate Amortization of Loans. You'll need to divide your annual interest rate by 12. For example, if your annual interest rate is 3%, then your monthly interest rate will be 0.25% (0.03 annual interest rate ÷ 12 months). You'll also multiply the number of years in your loan term by 12.

What is the monthly payment formula for fixed installment loans?

The equation to find the monthly payment for an installment loan is called the Equal Monthly Installment (EMI) formula. It is defined by the equation Monthly Payment = P (r(1+r)^n)/((1+r)^n-1).

What is the formula for monthly amortization?

Now, we have to calculate the EMI amount and interest component paid to the bank. Amortization is Calculated Using Below formula: ƥ = rP / n * [1-(1+r/n)-nt]

How do you calculate monthly interest on a monthly payment?

Divide your interest rate by the number of payments you'll make that year. If you have a 6 percent interest rate and you make monthly payments, you would divide 0.06 by 12 to get 0.005. Multiply that number by your remaining loan balance to find out how much you'll pay in interest that month.