Simple vs compound interest: the difference, in numbers
The difference between the two is a single sentence. What surprises people is how far that sentence separates the results once years pass.

TL;DR
With simple interest the base is always the starting capital. With compound interest the interest is added to the capital and earns interest too. Over short terms the gap is small; over thirty years compounding can more than double the simple result.
The difference, in one sentence
With simple interest, interest is always calculated on the starting capital. With compound interest, it is added to the capital and starts earning interest itself.
Put that way it sounds like a nuance. With numbers it stops sounding like one.
The same inputs, two outcomes
Take €10,000 at 4% a year and let it run:
| Term | Simple interest | Compound interest | Difference |
|---|---|---|---|
| 5 years | €12,000 | €12,167 | €167 |
| 10 years | €14,000 | €14,802 | €802 |
| 20 years | €18,000 | €21,911 | €3,911 |
| 30 years | €22,000 | €32,434 | €10,434 |
Over five years the gap is almost anecdotal. Over thirty, compounding has produced more than ten thousand euros extra without you contributing another cent.
The reason is that under simple interest each year produces the same €400, while under compounding year thirty earns interest on a balance already near €31,000.
Where each one appears
Simple interest, in Spanish practice:
- very short-term arrangements
- some loans between individuals
- commercial discounting of bills
- certain late-payment interest and surcharges, calculated on the amount owed without compounding
Compound interest:
- deposits that capitalise interest
- pension plans
- accumulating funds and ETFs, which automatically reinvest their income
- and credit-card debt, where it works against you
Who each one suits
For the investor, compounding always gives the same or more. There is no scenario where simple interest is preferable: the only way they tie is a term of a single period.
For the borrower, it is exactly the reverse. Interest on a debt that does not compound works in your favour. It is why unpaid card debt grows so fast: it is not only the high rate, it is that the rate applies to a balance which already includes last month's interest.
When comparing two offers, look at the compounding
4% says nothing on its own. 4% simple and 4% compound are different products, and 4% compounded monthly returns slightly more than 4% compounded annually.
Before comparing two percentages, check whether they compound and how often. It is always in the product documentation, and without it the comparison means nothing.
Common mistakes
Comparing two products without checking how they compound
4% compounding beats 4% simple. The percentage alone is not enough to compare.
Assuming debt uses simple interest
Unpaid card interest compounds, and that works against you exactly as compounding works for you when saving.
Frequently asked questions
What is the difference between simple and compound interest?
Where is simple interest used?
How far apart are they over the long term?
Which is better for me?
What is compounding?
Related reading & calculators
Sources
- 1.Basic interest and saving concepts · Banco de España and CNMV · retrieved 27 Aug 2026
Author / Reviewed by
Author
Thorben Rasmus Idel
Co-founder & writer
Co-founder of Calculadora Capital and the writer behind the methodology on every calculator and article. An entrepreneur and active investor, Thorben founded Idel Versandhandel GmbH, an international trading company operating across 16 countries, and invests across stocks, ETFs and cryptocurrency. He writes the methodology and verifies the math behind each page, drawing on hands-on business and investing experience to keep the tools and explanations grounded in how money, markets and taxes actually work for everyday people in Spain.
Reviewed by
Nahar Geva
Co-founder & reviewer
Co-founder of Calculadora Capital and the independent reviewer behind every calculator and article. An entrepreneur and active investor, Nahar brings a data- and product-driven mindset together with hands-on experience in the markets, investing across stocks and ETFs as well as cryptocurrency and other digital assets, alongside broader personal finance and real estate. On each page Nahar reviews the methodology and double-checks the math and figures, pressure-testing how the tools and explanations hold up against the way money, markets and taxes actually work for everyday investors.
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