APR vs APY: Differences, formula and calculation

Published | 22 September, 2026

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A comprehensive guide to APR vs APY: differences and calculations by Invantapps

When analyzing alternative investment platforms, P2P loans or savings products, it is common to encounter two acronyms that generate constant confusion: APR (Annual Percentage Rate) and APY (Annual Percentage Yield).

They are often used interchangeably in financial marketing, but they represent substantially different economic magnitudes. Confusing them can lead to overestimating the actual performance of a portfolio or to comparing products on non-homogeneous bases.

In this article we detail the difference between APR vs APY, The mathematical formula for converting one rate into another, the real impact of the reinvestment frequency, and how to apply these concepts to make better investment decisions.

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1. What is the APR? (Annual Percentage Rate)

The APR o Annual Percentage Rate is the annual interest rate applied to an investment or financing without taking into account the reinvestment of the interest generated during the period.

It is based exclusively on the concept of Simple interest: The performance is always calculated on the initial principal capital, without capitalizing the generated flows.

Main features of the APR:

  • Simple linear interest: Interest does not generate new interests.
  • Type of contractual agreement: It usually coincides with the type agreed upon in loans, mortgages, or crowdlending contracts.
  • Spanish equivalent: It is conceptually equivalent to TIN (Nominal Interest Type).
  • Limitations: It does not reflect the actual money you will earn if you regularly reinvest the installments or interest earned.

2. What is the APY (Annual Percentage Yield)?

The APY o Annual Percentage Return It is the effective rate that reflects the annualized total return of an investment. incorporating the effect of compound interest (the systematic reinvestment of the generated returns).

It takes into account the frequency of capitalization (annual, semestral, monthly, daily or continuous). The greater the number of settlement and reinvestment periods within the year, the higher the resulting APY will be compared to the starting APR.

Main features of the APY:

  • Real compound interest: Each interest payment is added to the principal to generate new interest in the next cycle.
  • Standard metric of comparison: It allows for the homogeneous comparison of investment opportunities with different payment frequencies (for example, a project that settles monthly versus another that settles at the end of an annual term).
  • Spanish equivalent: It is conceptually equivalent to TAE (Equivalent Annual Rate), discounting possible bank commissions.

3. The mathematical formula: How to convert APR into APY

The quantitative relationship between the two magnitudes is expressed by the following fundamental formula:

Formula for Converting APR to APY
APY = [ 1 +
APR n
] n − 1

Where:

  • APR: It is the annual rate expressed as a fraction of one (example: 12% = 0.12).
  • n: It is the number of periods of capitalization or reinvestment per year:
    • Annually: n = 1
    • Semestral: n = 2
    • Quarterly: n = 4
    • Monthly: n = 12
    • Diario: n = 365

4. Comparison table: Impact of the frequency of capitalization

To visualize how the frequency of reinvestment increases the effective yield without changing the agreed nominal rate, let us take an investment of 10,000 € on 12%th April for an entire year:

Frequency of capitalization Periods per year (n) Nominal APR Effective APY Final capital for the year Total interests
Annually 1 12,00% 12,00% 11.200,00 € 1.200,00 €
Semestral 2 12,00% 12,36% 11.236,00 € 1.236,00 €
Quarterly 4 12,00% 12,55% 11.255,09 € 1.255,09 €
Monthly (usual crowdlending) 12 12,00% 12,68% 11.268,25 € 1.268,25 €
Diaria 365 12,00% 12,75% 11.274,75 € 1.274,75 €

Practical conclusion: With the same nominal rate (12%), switching from charging annually to reinvesting monthly generates 68.25 € extra for every 10,000 € invested In the first year. In 5 or 10 years’ time, that accumulated difference will be significantly amplified.

5. Use cases: When to focus on each metric

1. When applying for financing or contracting a loan

Take a look at it APR / APRYou need to know the total annualized cost, including interest and fees, to know the actual financial cost.

2. When comparing crowdlending platforms or deposit services

Take a look at it APYIt is the only way to fairly compare a 12-month project that settles at maturity with another that settles month by month and allows for self-reinvesting the coupons.

6. Comparative summary: APR vs APY

Dimension APR (Annual Percentage Rate) APY (Annual Percentage Yield)
Definition Simple annualized nominal rate. Effective annual yield rate.
Compound interest No He takes that into account. Yes, it fully incorporates it.
Main orientation Loans, credits and contractual terms. Investments, savings accounts and real profitability.
Relative magnitude Always less than or equal to the APY (APR ≤ APY). Always greater than or equal to the APR (APY ≥ APR).
Spanish equivalent TIN (Nominal Interest Type). TAE (Equivalent Annual Rate).
Analytical utility Knowing the flow without reinvesting. Standardize and compare investments of different periodicity.

Frequently asked questions about APR vs APY

Why does a platform promote its profitability in APR instead of APY?

In investment and lending products, platforms often publish the APR because it is the contractual nominal rate set with the borrower. However, in rewarded accounts or staking, they often promote the APY because the visual figure is higher and more commercially attractive. Knowing the formula allows you not to be carried away by the highest number without checking the periodicity.

Will the APY be met if I withdraw the interest to my bank?

No. If you withdraw the interest periodically for consumption or leave it idle without reinvesting it (cash drag), the actual yield you will receive will be reduced exactly to the nominal APR. The APY will only materialize if the generated capital is immediately put to work again.

Community and resources

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Index of contents
Antonio Hernández – Founder of InvantApps

Antonio Hernández

Engineer, economist and founder of Invant APPs. I help you achieve financial freedom through smart investing and passive income.

Legal notice

Investing in crowdlending and crowdfunding involves risks, including the partial or total loss of the capital invested, and past performance is no guarantee of future results. The content on this site is for information purposes only and reflects our personal experience and opinion: it does not constitute financial or tax advice. Some links are affiliate links; the platform pays us a commission, which does not incur any cost to you nor does it influence our analysis.

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