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Finance Pool Calculator

Pool Financing Calculator works out Payment and Total interest from Loan amount, Annual interest rate and Loan term. The default figures on this page give payment of 567.74; change any entry and the result, the working and the sources update together.

Payment
567.74
Loan Payment Calculator
Total interest
18,128.80
Total of payments
68,128.80
Number of payments
120
Payoff time
10 years
Rate per period
0.541667 %
Interest per unit borrowed
0.3626
Interest saved by extra payments
0
Payments saved
0
Loan amount
50,000.00
Annual interest rate
6.5 %
Months to repay
120
Fees deducted at closing
0.00
Net amount advanced
50,000.00
APR
6.5 %
Worked out from Standard annuity-immediate payment formula, PMT = P i / (1 - (1+i)^-n) and 4 other sources.

Your figures

Updates as you type
Formatting only. This does not change the calculation.
The nominal annual rate (APR before fees), not the monthly rate.
Added to the term in years, for terms such as 5 years and 6 months. To state a tenure purely in months, set the years to 0 and enter the whole tenure here.
Additional principal paid on top of the scheduled payment.

How this is worked out

3 steps
  1. Rate per period = 6.5% / 12 = 0.541667%
  2. Payment = P i / (1 - (1+i)^-n) = 567.74
  3. Over 120 payments the total paid is 68128.8, of which 18128.8 is interest.
Amortisation scheduletable
periodpaymentinterestprincipalbalance
1567.74270.83296.9149,703.09
2567.74269.23298.5149,404.58
3567.74267.61300.1349,104.45
4567.74265.98301.7648,802.69
5567.74264.35303.3948,499.3
6567.74262.7305.0448,194.26
7567.74261.05306.6947,887.57
8567.74259.39308.3547,579.22
9567.74257.72310.0247,269.2
10567.74256.04311.746,957.5
11567.74254.35313.3946,644.11
12567.74252.66315.0846,329.03
13567.74250.95316.7946,012.24
14567.74249.23318.5145,693.73
15567.74247.51320.2345,373.5
16567.74245.77321.9745,051.53
17567.74244.03323.7144,727.82
18567.74242.28325.4644,402.36
19567.74240.51327.2344,075.13
20567.74238.7432943,746.13
21567.74236.96330.7843,415.35
22567.74235.17332.5743,082.78
23567.74233.37334.3742,748.41
24567.74231.55336.1942,412.22
25567.74229.73338.0142,074.21
26567.74227.9339.8441,734.37
27567.74226.06341.6841,392.69
28567.74224.21343.5341,049.16
29567.74222.35345.3940,703.77
30567.74220.48347.2640,356.51
31567.74218.6349.1440,007.37
32567.74216.71351.0339,656.34
33567.74214.81352.9339,303.41
34567.74212.89354.8538,948.56
35567.74210.97356.7738,591.79
36567.74209.04358.738,233.09
37567.74207.1360.6437,872.45
38567.74205.14362.637,509.85
39567.74203.18364.5637,145.29
40567.74201.2366.5436,778.75
41567.74199.22368.5236,410.23
42567.74197.22370.5236,039.71
43567.74195.22372.5235,667.19
44567.74193.2374.5435,292.65
45567.74191.17376.5734,916.08
46567.74189.13378.6134,537.47
47567.74187.08380.6634,156.81
48567.74185.02382.7233,774.09
49567.74182.94384.833,389.29
50567.74180.86386.8833,002.41
51567.74178.76388.9832,613.43
52567.74176.66391.0832,222.35
53567.74174.54393.231,829.15
54567.74172.41395.3331,433.82
55567.74170.27397.4731,036.35
56567.74168.11399.6330,636.72
57567.74165.95401.7930,234.93
58567.74163.77403.9729,830.96
59567.74161.58406.1629,424.8
60567.74159.38408.3629,016.44
61567.74157.17410.5728,605.87
62567.74154.95412.7928,193.08
63567.74152.71415.0327,778.05
64567.74150.46417.2827,360.77
65567.74148.2419.5426,941.23
66567.74145.93421.8126,519.42
67567.74143.65424.0926,095.33
68567.74141.35426.3925,668.94
69567.74139.04428.725,240.24
70567.74136.72431.0224,809.22
71567.74134.38433.3624,375.86
72567.74132.04435.723,940.16
73567.74129.68438.0623,502.1
74567.74127.3440.4423,061.66
75567.74124.92442.8222,618.84
76567.74122.52445.2222,173.62
77567.74120.11447.6321,725.99
78567.74117.68450.0621,275.93
79567.74115.24452.520,823.43
80567.74112.79454.9520,368.48
81567.74110.33457.4119,911.07
82567.74107.85459.8919,451.18
83567.74105.36462.3818,988.8
84567.74102.86464.8818,523.92
85567.74100.34467.418,056.52
86567.7497.81469.9317,586.59
87567.7495.26472.4817,114.11
88567.7492.7475.0416,639.07
89567.7490.13477.6116,161.46
90567.7487.54480.215,681.26
91567.7484.94482.815,198.46
92567.7482.32485.4214,713.04
93567.7479.7488.0414,225
94567.7477.05490.6913,734.31
95567.7474.39493.3513,240.96
96567.7471.72496.0212,744.94
97567.7469.04498.712,246.24
98567.7466.33501.4111,744.83
99567.7463.62504.1211,240.71
100567.7460.89506.8510,733.86
101567.7458.14509.610,224.26
102567.7455.38512.369,711.9
103567.7452.61515.139,196.77
104567.7449.82517.928,678.85
105567.7447.01520.738,158.12
106567.7444.19523.557,634.57
107567.7441.35526.397,108.18
108567.7438.5529.246,578.94
109567.7435.64532.16,046.84
110567.7432.75534.995,511.85
111567.7429.86537.884,973.97
112567.7426.94540.84,433.17
113567.7424.01543.733,889.44
114567.7421.07546.673,342.77
115567.7418.11549.632,793.14
116567.7415.13552.612,240.53
117567.7412.14555.61,684.93
118567.749.13558.611,126.32
119567.746.1561.64564.68
120567.743.06564.680
Yearly summarytable
yearinterestprincipalendingBalance
13,141.913,670.9746,329.03
22,896.073,916.8142,412.22
32,633.754,179.1338,233.09
42,353.884,45933,774.09
52,055.234,757.6529,016.44
61,736.65,076.2823,940.16
71,396.645,416.2418,523.92
81,033.95,778.9812,744.94
9646.886,1666,578.94
10233.946,578.940

Its 11 worked examples are re-run on every release, last on 15 September 2026. What changed

Sources and references

5 sources
Standard annuity-immediate payment formula, PMT = P i / (1 - (1+i)^-n)
Equivalent to the Excel PMT function and to the actuarial present value of a level annuity.
12 CFR Part 1026 (Regulation Z), Appendix J - Annual Percentage Rate Computations
Consumer Financial Protection Bureau, "What is a balloon payment? When is one allowed?"
A balloon loan is amortised on a longer schedule than its term, leaving the outstanding balance due in one payment at the end of the term.
13 CFR 120.212 - What limits are there on the maturities of 7(a) loans?
Source for the maturity defaults used by the SBA variant. Rates and guaranty fees are lender- and programme-specific and stay user inputs.
26 U.S.C. 72(p)(2)(B) - repayment period for a loan from a qualified employer plan
Source for the five-year repayment default used by the 401(k) variant (longer terms are permitted only for a principal-residence loan).

Keep this result

Save it, change one figure, then compare the two

The calculation stays free. Save this scenario, adjust one assumption, save that too, and put them side by side to see exactly what the change costs you. A free account keeps 5 scenarios and 2 comparisons; Personal makes both unlimited and adds exports and private links. Nothing is saved unless you press Save.

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What the Pool Financing Calculator calculates

Computes the level payment, total interest and full amortisation schedule for an instalment loan, and solves the same annuity equation backwards for the rate, the term or the amount that can be borrowed. Handles extra principal, balloon structures and fees withheld at closing.

How to use this Pool Financing Calculator

Enter Loan amount, Annual interest rate, Loan term and Term - additional months. Payment updates as you type. Change one figure at a time to see what drives the result.

How the result is worked out

Open “How this is worked out” beside the result for the step-by-step calculation behind Payment, Total interest and Total of payments.

The method follows Standard annuity-immediate payment formula, PMT = P i / (1 - (1+i)^-n), 12 CFR Part 1026 (Regulation Z), Appendix J - Annual Percentage Rate Computations, Consumer Financial Protection Bureau, "What is a balloon payment? When is one allowed?", 13 CFR 120.212 - What limits are there on the maturities of 7(a) loans? and 26 U.S.C. 72(p)(2)(B) - repayment period for a loan from a qualified employer plan.

What you can compare

Change one input at a time to see how it affects Payment, Total interest and Total of payments. The inputs you can vary are Loan amount, Annual interest rate, Loan term, Term - additional months, Payment frequency and Extra payment each period.

Results are general information, not financial, tax, legal, medical or engineering advice. Check any decision that matters with a qualified professional.

Embed this calculator on your website

Copy this code into any page. The calculator appears with the figures currently entered, sizes itself to fit, and a small credit line links back here. Free, no account, no ads inside it, no tracking of your readers. Set your own figures and fixed fields; Personal removes the credit line, sets your colour and shows you which sites use it.

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Frequently asked questions

What is typical financing for a pool?

On the figures this page opens with — loan amount 25,000, annual interest rate 6.5% and loan term 5 years — the payment is 567.74. No single number fits everyone: change any figure above and the answer updates as you type, with each step of the arithmetic beside it.

Is financing a pool a good idea?

Computes the level payment, total interest and full amortisation schedule for an instalment loan, and solves the same annuity equation backwards for the rate, the term or the amount that can be borrowed. On the figures this page opens with — loan amount 25,000, annual interest rate 6.5% and loan term 5 years — the payment is 567.74. Put your own figures in their place and the working updates beside the result.

Can I get an inground pool for $30,000?

It needs Loan amount, Annual interest rate, Loan term, Term - additional months, Payment frequency and Extra payment each period. Nothing else is required, and the figures stay in your browser.

Is it hard to get approved for pool financing?

The result gives Payment, Total interest, Total of payments, Number of payments, Payoff time and Rate per period, each labelled with its unit so the figure can be read on its own.

What information do I need for the Pool Financing Calculator?

You need Loan amount, Annual interest rate, Loan term, Term - additional months, Payment frequency and Extra payment each period. The page opens with default figures that give payment of 567.74, so you can see the scale before entering your own.

What does this Pool Financing Calculator show?

It shows Payment, Total interest, Total of payments, Number of payments, Payoff time, Rate per period, Interest per unit borrowed and Interest saved by extra payments, with the working and any warnings for your entries.

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