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Sri Lanka Loan Early Settlement Calculator

Work out exactly what you need to pay to close a housing, vehicle or personal loan today. Enter your loan, rate, term and installments paid to get the outstanding balance, the early-settlement fee, and how much interest you save. Free, no signup, sources cited below.

By Induwara AshinsanaUpdated Jul 5, 2026
Loan settlement figure
Reducing-balance · verified
Try an example
Rs

The amount you originally borrowed.

%

The reducing-balance rate on your loan agreement.

months

Total tenure, e.g. 60 for a 5-year loan.

months

How many monthly installments you've made so far.

%

Fee % of the balance. Leave 0 if unsure — confirm with your bank.

Total to settle today
Rs 2,079,412
Outstanding balance
Rs 2,058,823
Fee: Rs 20,588
Net interest saved
Rs 489,901
vs Rs 510,489 still payable
Monthly installment
Rs 71,370
36 installments left
Settling now needs Rs 2,079,412 and saves Rs 489,901 in interest after the Rs 20,588 fee.

Breakdown

Installments paid / remaining24 / 36
Total paid so farRs 1,712,875
Outstanding capital balanceRs 2,058,823
Early-settlement feeRs 20,588
Total to settle todayRs 2,079,412
Interest still payable if you continueRs 510,489
Total if loan runs to termRs 4,282,187
Net interest saved by settlingRs 489,901

Verified: the closed-form balance and a month-by-month amortization ledger agree to within Rs 0 (a floating-point rounding residual). Figures round to the nearest rupee for display.

Method: reducing-balance amortization. Fee % is your lender's (CBSL requires disclosure). Confirm the exact figure with your bank in writing before settling.

How it works

Sri Lankan bank loans and modern leasing facilities use the reducing-balance(declining-balance) method: interest each month is charged only on the capital still outstanding, and every equal installment pays that month's interest first, with the rest reducing the capital. Early on, most of your installment is interest and the capital falls slowly; later, the balance drops quickly. That is why the amount to settle a loan is never just "what you borrowed minus what you paid."

The calculator applies four cited steps. Let P be the loan amount, i the monthly rate (annual rate ÷ 12 ÷ 100), n the term in months, k the installments paid, and f the fee fraction:

  1. Monthly installment: EMI = P·i / (1 − (1 + i)^−n). This is the standard amortization formula every commercial bank uses (for an interest-free loan where i = 0, EMI = P / n).
  2. Outstanding balance after k payments — the present value of the remaining n − k installments: B = EMI · (1 − (1 + i)^−(n−k)) / i. This is the capital that closes the loan before any fee.
  3. Interest still payable if you keep going: EMI·(n − k) − B. The fee is f · B, and the total payoff is B + fee.
  4. Net interest saved: interest remaining − fee. That is the real benefit of settling: the future interest you avoid, less the one-off charge.

To keep the result trustworthy, the tool computes the outstanding balance two independent ways — the closed-form present-value formula above, and a month-by-month amortization ledger that mirrors a bank statement — and shows that they agree to a fraction of a rupee. The one figure the tool cannot know is your fee: it is set in your own loan agreement, so you enter it. The Central Bank of Sri Lanka's Financial Consumer Protection Regulations No. 01 of 2023 require every lender to allow prepayment and to disclose that charge, so you can always ask your branch for it in writing.

Worked examples

Housing loan, 2 years in

Rs 3,000,000 · 15% reducing · 60 months · 24 paid · 1% fee

  1. Monthly rate i = 15% ÷ 12 = 0.0125
  2. EMI = 3,000,000 × 0.0125 ÷ (1 − 1.0125^−60) = Rs 71,370
  3. Installments left = 60 − 24 = 36
  4. Balance B = 71,370 × (1 − 1.0125^−36) ÷ 0.0125 = Rs 2,058,823
  5. Interest still payable = 71,370 × 36 − 2,058,823 = Rs 510,489
  6. Fee = 1% × 2,058,823 = Rs 20,588
  7. Total to settle today = 2,058,823 + 20,588 = Rs 2,079,412
  8. Net interest saved = 510,489 − 20,588 = Rs 489,901

Vehicle lease, near the end

Rs 1,500,000 · 18% reducing · 48 months · 36 paid · 2% fee

  1. Monthly rate i = 18% ÷ 12 = 0.015
  2. EMI = 1,500,000 × 0.015 ÷ (1 − 1.015^−48) = Rs 44,062
  3. Installments left = 48 − 36 = 12
  4. Balance B = 44,062 × (1 − 1.015^−12) ÷ 0.015 = Rs 480,612
  5. Interest still payable = 44,062 × 12 − 480,612 = Rs 48,138
  6. Fee = 2% × 480,612 = Rs 9,612
  7. Total to settle today = 480,612 + 9,612 = Rs 490,224
  8. Net interest saved = 48,138 − 9,612 = Rs 38,526

Interest-free staff loan (edge case)

Rs 1,200,000 · 0% · 24 months · 6 paid · no fee

  1. With i = 0, EMI = P ÷ n = 1,200,000 ÷ 24 = Rs 50,000
  2. Installments left = 24 − 6 = 18
  3. Balance B = EMI × months left = 50,000 × 18 = Rs 900,000
  4. There is no interest to save, and no fee, so payoff = Rs 900,000
  5. Net interest saved = Rs 0 — you settle only to clear the debt.

Frequently asked questions

Sources & references

The reducing-balance amortization method used here is the universal identity applied by every CBSL-licensed lender, and the same method cited in this site's loan EMI calculator. The formulas and the CBSL disclosure rule were last cross-checked on 2026-07-05. The settlement fee is lender-set; always confirm the binding figure with your bank in writing.

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