Harmonic Mean of Two Numbers

Calculate the harmonic mean of two positive numbers using 2ab / (a + b).

Author

Dr. Mateo Silva Herrera

Math editorial contributor

Colombian urban planner with a PhD from UCL, designing resilient infrastructure for flood-prone cities

Reviewed by

Dr. Isabella Rossi

Math content reviewer

Italian neuroscientist at Sapienza University of Rome, studying the neural mechanisms of bilingual language processing

Last updatedFebruary 22, 2026

PublishedFebruary 22, 2026

Table of Contents

  1. Reference values
  2. Calculator
  3. Reference table
  4. FAQs
  5. Methodology and review
  6. Related conversions

4 Value a; 6 Value b =

4.8

Representative value from the Harmonic Mean of Two Numbers reference table.

Reference Values

Browse 25 reference values with individual detail pages for quick lookup.

Browse all reference values

Harmonic Mean of Two Numbers

Calculate the harmonic mean of two positive numbers using 2ab / (a + b).

Calculated Result

Reference Table

Use this complete table for quick lookup and internal linking to specific value pages.

Frequently Asked Questions

Common questions about Harmonic Mean of Two Numbers, formulas, and typical use cases.

What does the Harmonic Mean of Two Numbers calculator do?

It helps with averaging rates such as speeds or ratios when values are in the denominator.

What formula does the Harmonic Mean of Two Numbers calculator use?

Harmonic mean of two values = 2ab / (a + b).

What inputs are valid?

Both values should be positive for standard harmonic-mean calculations.

When would I use this?

averaging rates such as speeds or ratios when values are in the denominator

Methodology and Review

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