commensurability

[kuh-men-ser-uh-bil-i-tee]

commensurability Definition

  • 1the quality of being commensurable, or having a common measure or standard of comparison
  • 2the ability to be compared or judged by the same standard

Using commensurability: Examples

Take a moment to familiarize yourself with how "commensurability" can be used in various situations through the following examples!

  • Example

    The commensurability of the two theories allowed for a fair comparison.

  • Example

    The commensurability of the two currencies made exchange easy.

  • Example

    The commensurability of the two products made it easier to choose between them.

commensurability Synonyms and Antonyms

Synonyms for commensurability

Antonyms for commensurability

Phrases with commensurability

  • a principle in taxation that states that taxes should be proportional to the benefits received by the taxpayer

    Example

    The commensurability principle is often used in determining property taxes.

  • a theorem in mathematics that states that if two geometric figures are commensurable, then their areas are in the ratio of the squares of their corresponding sides

    Example

    The commensurability theorem is an important concept in geometry.

  • a problem in philosophy that deals with the question of how to compare things that are fundamentally different

    Example

    The commensurability problem arises when trying to compare the value of human life to the value of money.

Origins of commensurability

from Latin 'commensurabilis', from 'com-' meaning 'together' and 'mensura' meaning 'measure'

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Summary: commensurability in Brief

Commensurability [kuh-men-ser-uh-bil-i-tee] refers to the quality of being comparable or having a common measure or standard of comparison. It allows for fair comparisons and judgments based on the same standard. Examples include the commensurability of two theories, currencies, or products. Commensurability extends into phrases like 'commensurability principle' and 'commensurability theorem,' which are concepts in taxation and mathematics, respectively.