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Compare equal payment, equal principal and interest-only repayment on a loan: monthly payment, total interest and the full amortization schedule.

Term
years

months

Repayment method

Results

Monthly payment

$477.42
Total interest
$71,869.51
Total paid
$171,869.51
Last payment
$477.42

Compare repayment methods

Compare repayment methods
MethodFirst paymentTotal interest
Equal payment$477.42$71,869.51
Equal principal$611.11$60,166.67
Interest-only + balloon$333.33$120,000.00

Amortization schedule

Amounts are calculated without rounding, then shown rounded to the currency's smallest unit, so the rows may not add up exactly to the totals above.

Yearly amortization schedule
YearTotal paidTotal principalTotal interestEnding balance
1$5,728.98$1,761.04$3,967.95$98,238.96
2$5,728.98$1,832.78$3,896.20$96,406.18
3$5,728.98$1,907.45$3,821.53$94,498.73
4$5,728.98$1,985.17$3,743.82$92,513.56
5$5,728.98$2,066.05$3,662.94$90,447.51
6$5,728.98$2,150.22$3,578.76$88,297.29
7$5,728.98$2,237.82$3,491.16$86,059.47
8$5,728.98$2,329.00$3,399.99$83,730.48
9$5,728.98$2,423.88$3,305.10$81,306.59
10$5,728.98$2,522.63$3,206.35$78,783.96
11$5,728.98$2,625.41$3,103.57$76,158.55
12$5,728.98$2,732.37$2,996.61$73,426.17
13$5,728.98$2,843.70$2,885.29$70,582.48
14$5,728.98$2,959.55$2,769.43$67,622.93
15$5,728.98$3,080.13$2,648.86$64,542.80
16$5,728.98$3,205.62$2,523.37$61,337.18
17$5,728.98$3,336.22$2,392.76$58,000.96
18$5,728.98$3,472.14$2,256.84$54,528.82
19$5,728.98$3,613.60$2,115.38$50,915.22
20$5,728.98$3,760.83$1,968.16$47,154.39
21$5,728.98$3,914.05$1,814.94$43,240.34
22$5,728.98$4,073.51$1,655.47$39,166.83
23$5,728.98$4,239.47$1,489.51$34,927.36
24$5,728.98$4,412.20$1,316.79$30,515.16
25$5,728.98$4,591.96$1,137.03$25,923.21
26$5,728.98$4,779.04$949.94$21,144.17
27$5,728.98$4,973.74$755.24$16,170.42
28$5,728.98$5,176.38$552.60$10,994.04
29$5,728.98$5,387.28$341.71$5,606.76
30$5,728.98$5,606.76$122.22$0.00
Show the monthly schedule

Pure principal-and-interest math. Fees, insurance, prepayment penalties and country-specific lending limits are not included.

Monthly payment $477.42 (total interest $71,869.51)

Three ways to repay the same loan

For a fixed interest rate and term, there’s more than one way to structure the payments:

  • Equal payment (annuity) — you pay the same total amount every month. Early on, most of it is interest; later, most of it is principal.
  • Equal principal — you repay the same amount of principal every month, so the payment (principal + interest) is largest at the start and shrinks every month as the balance falls.
  • Interest-only, then balloon — you pay only the interest each month, and the entire principal is due in one lump sum (“balloon”) at the end.

Worked example

Loan amount 100,000,000, annual rate 4%, term 30 years (360 months):

Method First payment Last payment Total interest
Equal payment 477,415 477,415 71,869,506
Equal principal 611,111 278,704 60,166,667
Interest-only + balloon 333,333 100,333,333 120,000,000

Equal principal costs the least in total interest because the balance falls fastest. Interest-only costs the most, because the full 100,000,000 keeps accruing interest for all 360 months before it’s repaid in the final balloon payment.

The formulas

For a loan amount P, a monthly rate i (annual rate ÷ 12) and n months:

  • Equal payment: payment = P × i ÷ (1 − (1 + i)⁻ⁿ). This is the same amount every month; the split between principal and interest changes each month.
  • Equal principal: the principal portion is a constant P ÷ n every month; the interest portion is the remaining balance × i, so it shrinks as the balance falls.
  • Interest-only: each payment before the last is balance × i (the balance never changes), and the final payment adds the full remaining principal.

How rate and term change the payment

A higher rate raises every method’s total interest, but it affects equal payment the most, because a bigger share of the early payments goes to interest, so the principal falls more slowly. A longer term lowers the monthly payment under equal payment, but it increases total interest, because the balance stays outstanding — and accruing interest — for longer.

What this calculator doesn’t do

This is pure principal-and-interest math at a constant rate. It doesn’t include origination or account fees, credit insurance, prepayment penalties, a grace period, or any country’s lending limits or regulations — check those with your actual lender.

Frequently asked questions

Which repayment method has the lowest total interest?

For the same loan amount, rate and term, equal principal has the lowest total interest, because it pays down principal at a constant pace from day one, so the balance — and the interest charged on it — falls faster than with equal payment. Interest-only has the highest total interest, because the full principal keeps earning interest until the very last period.

Why is the first equal-principal payment larger than the equal-payment amount?

Equal principal repays a fixed portion of principal every month, so the very first payment carries a full month of interest on the entire loan on top of that portion — that combination is larger than the constant equal payment amount. As the balance falls, each equal-principal payment gets smaller, and eventually it drops below the equal payment amount.

What does the interest-only balloon payment actually include?

During the term you only pay interest, so the balance never goes down. The final period's payment is that period's interest plus the entire remaining principal, repaid in one lump sum — that's the "balloon." It's the largest single payment of the three methods by far.

Does this include fees, insurance or a lender's approval limits?

No. This is pure principal-and-interest math at a fixed rate. It doesn't include origination fees, insurance, prepayment penalties, or any country-specific lending limits or rules — those vary by lender and by country.