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Growth / Wealth Growth

Compound Interest CalculatorSri Lanka

Project wealth accumulation with lump sums, monthly investing, contribution step-ups, fee drag, and real return analysis for long-horizon planning.

  1. 01Set the goal
  2. 02Model the path
  3. 03Adjust the levers
Currency

Display label only. No exchange-rate conversion is applied.

Set the assumptions

Investment assumptions

Use the core assumptions for a quick projection, or switch on advanced mode to layer in fees, contribution growth, and real-value analysis.

LKR
LKR
%
years

Include more assumptions

Add contribution growth, net fee drag, contribution timing, and inflation-adjusted purchasing power.

Compounding frequency

Future value

LKR 2,630,425.58

Total invested

LKR 1,300,000.00

Growth earned

LKR 1,330,425.58

Average annualized outcome

12.00%

Projection

Wealth accumulation curve

Principal, contributions, and compounding gains are stacked to show what is actually driving the terminal value.

Yearly view

How the portfolio builds year by year

Use the table when you need an auditable path from contributions to terminal value.

YearContributedGrowthTotal
1LKR 220,000.00LKR 19,507.53LKR 239,507.53
2LKR 340,000.00LKR 56,708.11LKR 396,708.11
3LKR 460,000.00LKR 113,845.66LKR 573,845.66
4LKR 580,000.00LKR 193,448.69LKR 773,448.69
5LKR 700,000.00LKR 298,366.37LKR 998,366.37
6LKR 820,000.00LKR 431,809.24LKR 1,251,809.24
7LKR 940,000.00LKR 597,395.02LKR 1,537,395.02
8LKR 1,060,000.00LKR 799,200.22LKR 1,859,200.22
9LKR 1,180,000.00LKR 1,041,818.37LKR 2,221,818.37
10LKR 1,300,000.00LKR 1,330,425.58LKR 2,630,425.58

Continue the calculation

Useful next checks commonly used alongside Compound Interest.

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The full guide

Compound interest for Sri Lankan savers — how small monthly rupees become serious money

Reviewed and updated July 16, 2026 · Written for Sri Lankan investors and borrowers

Compound interest is the single most powerful idea in personal finance: your returns start earning returns of their own, and the effect snowballs the longer you leave money invested. For a Sri Lankan saver, the practical question is not whether compounding works — it is which rupee vehicle to compound in, how much the outcome changes with time and rate, and how much of the headline growth survives fees and inflation.

This guide walks through the mechanics with worked LKR examples, shows why starting early beats trying to pick the perfect product, and explains how to read the calculator’s nominal figures against real, inflation-adjusted purchasing power.

The mechanics: why time matters more than the deposit

Suppose you invest Rs. 25,000 every month at an assumed 10% annual return, compounded monthly. After 10 years you would have contributed Rs. 3 million and hold roughly Rs. 5.1 million. After 20 years, contributions of Rs. 6 million grow to roughly Rs. 19 million. After 30 years, Rs. 9 million of contributions become roughly Rs. 56.5 million. Notice the pattern: doubling the time far more than doubles the outcome, because the early rupees have had decades to multiply.

This is why the most expensive mistake in investing is usually delay, not product choice. Waiting five years to start “until things settle down” costs far more than picking a slightly suboptimal fund.

Rs. 25,000 invested monthly — future value at assumed annual returns (monthly compounding)
HorizonAt 8%At 10%At 12%
10 yearsRs. 4.6MRs. 5.1MRs. 5.8M
20 yearsRs. 14.7MRs. 19.0MRs. 24.7M
30 yearsRs. 37.3MRs. 56.5MRs. 87.4M

Step-ups: growing your contribution with your salary

A flat monthly contribution quietly shrinks in real terms as your income and prices rise. A simple fix is an annual step-up: increase the contribution by a fixed percentage every year, ideally each time you get an increment.

The effect is dramatic. Contributing Rs. 300,000 a year at an assumed 10% return produces roughly Rs. 17.2 million after 20 years (year-end contributions). Step the same contribution up by 10% every year and the outcome is roughly Rs. 36.7 million — more than double, from a change most people barely feel because it tracks their pay rises.

What Sri Lankan savers can actually compound in

The calculator is vehicle-agnostic, but your assumed rate should match a real option. Bank fixed deposits offer contractual rates but interest is subject to 10% advance income tax (AIT) at source, so use after-tax rates in your assumptions. Treasury bills and bonds are backed by the government and accessible directly or through funds. Unit trusts (money market, fixed income, and equity funds) handle reinvestment for you, which makes compounding automatic. CSE shares compound through price growth plus reinvested dividends, though dividends carry 15% withholding tax and returns are not guaranteed.

A reasonable structure for many savers is a base of FDs or money market funds for stability, plus equity exposure for long horizons where higher assumed rates are plausible.

Fee drag and taxes: use net assumptions

Compounding works on costs too. If a fund charges 2% a year, your assumed 10% becomes 8% net — and in the table above, that is the difference between Rs. 56.5 million and Rs. 37.3 million over 30 years on the same Rs. 25,000 monthly contribution. Always subtract fund fees and expected taxes from your assumed rate before projecting.

Nominal versus real: the inflation adjustment

A projection in future rupees overstates what you will be able to buy. If you assume a 10% nominal return and 6% inflation, your real return is roughly 3.8% a year (1.10 divided by 1.06, minus 1) — still positive, but the honest measure of progress. A Rs. 56.5 million balance in 30 years buys far less than Rs. 56.5 million does today.

Run the calculator twice: once at your nominal assumption to plan cash flows, and once at the real rate to sanity-check whether the goal is genuinely funded in today’s purchasing power.

This guide is educational and reflects publicly available rules and market conventions at the review date. Tax rates, bank rates, and regulations change — verify current figures with the institution or the Inland Revenue Department before making a financial decision. Nothing here is financial, tax, or investment advice.

Interpret the number

Compounding is powerful, but assumptions matter

The difference between a casual projection and a professional one is usually not the math. It is the assumptions: when contributions happen, how quickly they increase, what fees take away, and what inflation does to future purchasing power.

A plan can look excellent in nominal rupees while being much less impressive in real terms. That is why advanced mode exposes both nominal and inflation-adjusted outputs.

For long-horizon plans, even a seemingly small annual fee can create a surprisingly large drag. This tool surfaces that friction explicitly instead of hiding it inside the final value.

Read the glossary: compound interest

Before you act

Common questions

Why show both nominal and real future value?

Nominal value is the projected rupee amount in the future. Real value adjusts that number for inflation, which better reflects what the money may actually buy.

What is contribution step-up?

Contribution step-up means increasing your monthly investment amount every year. It is a realistic way to model salary growth and usually matters more than trying to time the market.

How does fee drag affect long-term compounding?

Annual fees reduce the net rate applied to your balance every year. Over long horizons, that reduction compounds, which is why even a modest fee can remove a large amount of terminal wealth.