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Credit, Loans & Debt Payoff Explorer

Calculate monthly loan payments, compare debt payoff strategies side by side, and see how much extra credit card minimum payments really cost you.

Amortization Chart

$0$6k$12k$18k$24k$30k01224364860728496108120MonthBalance ($)

Loan A

$
%
months

Results

Monthly Payment (Loan A)
$318.20
Total Interest
$8,183.59
Total Paid
$38,183.59
PMT Formula
M=Pr(1+r)n(1+r)n1M = P \cdot \frac{r(1+r)^n}{(1+r)^n - 1}
MoPaymentPrincipalInterestBalance
1$318.20$193.20$125.00$29,806.80
2$318.20$194.00$124.20$29,612.80
3$318.20$194.81$123.39$29,417.99
4$318.20$195.62$122.57$29,222.37
5$318.20$196.44$121.76$29,025.93
6$318.20$197.26$120.94$28,828.68
7$318.20$198.08$120.12$28,630.60
8$318.20$198.90$119.29$28,431.70
9$318.20$199.73$118.47$28,231.97
10$318.20$200.56$117.63$28,031.40
11$318.20$201.40$116.80$27,830.01
12$318.20$202.24$115.96$27,627.77
13$318.20$203.08$115.12$27,424.69
14$318.20$203.93$114.27$27,220.76
15$318.20$204.78$113.42$27,015.98
16$318.20$205.63$112.57$26,810.35
17$318.20$206.49$111.71$26,603.87
18$318.20$207.35$110.85$26,396.52
19$318.20$208.21$109.99$26,188.31
20$318.20$209.08$109.12$25,979.23
21$318.20$209.95$108.25$25,769.28
22$318.20$210.82$107.37$25,558.46
23$318.20$211.70$106.49$25,346.75
24$318.20$212.59$105.61$25,134.17
25$318.20$213.47$104.73$24,920.70
26$318.20$214.36$103.84$24,706.34
27$318.20$215.25$102.94$24,491.08
28$318.20$216.15$102.05$24,274.93
29$318.20$217.05$101.15$24,057.88
30$318.20$217.96$100.24$23,839.93
31$318.20$218.86$99.33$23,621.06
32$318.20$219.78$98.42$23,401.29
33$318.20$220.69$97.51$23,180.60
34$318.20$221.61$96.59$22,958.98
35$318.20$222.53$95.66$22,736.45
36$318.20$223.46$94.74$22,512.99
37$318.20$224.39$93.80$22,288.60
38$318.20$225.33$92.87$22,063.27
39$318.20$226.27$91.93$21,837.00
40$318.20$227.21$90.99$21,609.79
41$318.20$228.16$90.04$21,381.64
42$318.20$229.11$89.09$21,152.53
43$318.20$230.06$88.14$20,922.47
44$318.20$231.02$87.18$20,691.45
45$318.20$231.98$86.21$20,459.47
46$318.20$232.95$85.25$20,226.52
47$318.20$233.92$84.28$19,992.60
48$318.20$234.89$83.30$19,757.71
49$318.20$235.87$82.32$19,521.83
50$318.20$236.86$81.34$19,284.98
51$318.20$237.84$80.35$19,047.14
52$318.20$238.83$79.36$18,808.30
53$318.20$239.83$78.37$18,568.47
54$318.20$240.83$77.37$18,327.65
55$318.20$241.83$76.37$18,085.82
56$318.20$242.84$75.36$17,842.98
57$318.20$243.85$74.35$17,599.13
58$318.20$244.87$73.33$17,354.26
59$318.20$245.89$72.31$17,108.37
60$318.20$246.91$71.28$16,861.46
61$318.20$247.94$70.26$16,613.52
62$318.20$248.97$69.22$16,364.55
63$318.20$250.01$68.19$16,114.53
64$318.20$251.05$67.14$15,863.48
65$318.20$252.10$66.10$15,611.38
66$318.20$253.15$65.05$15,358.23
67$318.20$254.20$63.99$15,104.03
68$318.20$255.26$62.93$14,848.77
69$318.20$256.33$61.87$14,592.44
70$318.20$257.39$60.80$14,335.05
71$318.20$258.47$59.73$14,076.58
72$318.20$259.54$58.65$13,817.03
73$318.20$260.63$57.57$13,556.41
74$318.20$261.71$56.49$13,294.70
75$318.20$262.80$55.39$13,031.90
76$318.20$263.90$54.30$12,768.00
77$318.20$265.00$53.20$12,503.00
78$318.20$266.10$52.10$12,236.90
79$318.20$267.21$50.99$11,969.69
80$318.20$268.32$49.87$11,701.37
81$318.20$269.44$48.76$11,431.93
82$318.20$270.56$47.63$11,161.36
83$318.20$271.69$46.51$10,889.67
84$318.20$272.82$45.37$10,616.85
85$318.20$273.96$44.24$10,342.89
86$318.20$275.10$43.10$10,067.79
87$318.20$276.25$41.95$9,791.54
88$318.20$277.40$40.80$9,514.14
89$318.20$278.55$39.64$9,235.59
90$318.20$279.71$38.48$8,955.87
91$318.20$280.88$37.32$8,674.99
92$318.20$282.05$36.15$8,392.94
93$318.20$283.23$34.97$8,109.72
94$318.20$284.41$33.79$7,825.31
95$318.20$285.59$32.61$7,539.72
96$318.20$286.78$31.42$7,252.94
97$318.20$287.98$30.22$6,964.96
98$318.20$289.18$29.02$6,675.79
99$318.20$290.38$27.82$6,385.41
100$318.20$291.59$26.61$6,093.82
101$318.20$292.81$25.39$5,801.01
102$318.20$294.03$24.17$5,506.99
103$318.20$295.25$22.95$5,211.73
104$318.20$296.48$21.72$4,915.25
105$318.20$297.72$20.48$4,617.54
106$318.20$298.96$19.24$4,318.58
107$318.20$300.20$17.99$4,018.38
108$318.20$301.45$16.74$3,716.92
109$318.20$302.71$15.49$3,414.22
110$318.20$303.97$14.23$3,110.24
111$318.20$305.24$12.96$2,805.01
112$318.20$306.51$11.69$2,498.50
113$318.20$307.79$10.41$2,190.71
114$318.20$309.07$9.13$1,881.64
115$318.20$310.36$7.84$1,571.29
116$318.20$311.65$6.55$1,259.64
117$318.20$312.95$5.25$946.69
118$318.20$314.25$3.94$632.44
119$318.20$315.56$2.64$316.88
120$318.20$316.88$1.32$0.00

Reference Guide

Loan Payment Formula (PMT)

The PMT formula calculates the fixed monthly payment needed to fully repay a loan over a set term.

M=Pr(1+r)n(1+r)n1M = P \cdot \frac{r(1+r)^n}{(1+r)^n - 1}

P is the principal (amount borrowed), r is the monthly interest rate (APR / 12), and n is the total number of monthly payments.

Amortization

An amortization schedule breaks each payment into principal and interest portions. Early payments are mostly interest, while later payments are mostly principal.

Ik=Bk1×r,Pk=MIkI_k = B_{k-1} \times r, \quad P_k = M - I_k

Each month, interest is charged on the remaining balance. The rest of the payment reduces the principal.

Avalanche vs Snowball

The avalanche method pays off the highest-interest debt first, minimizing total interest paid. The snowball method pays off the smallest balance first, providing quicker psychological wins.

Mathematically, avalanche always saves the most money. Snowball can help with motivation by eliminating individual debts faster.

True Cost of Minimum Payments

Minimum payments (typically 2% of balance or $25, whichever is greater) keep the balance shrinking very slowly because most of each payment goes toward interest.

Min Payment=max(Balance×2%,  $25)\text{Min Payment} = \max\left(\text{Balance} \times 2\%, \; \$25\right)

A $5,000 balance at 22% APR with minimum payments can take over 20 years and cost thousands in interest. Paying even a small fixed amount above the minimum saves dramatically.