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Equating: meaning, definitions and examples

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equating

 

[ ɪˈkwateɪŋ ]

Verb
Context #1 | Verb

mathematics comparison

Equating refers to the process of setting two expressions equal to each other. This is a fundamental concept in mathematics, often used in algebra when solving equations. The act of equating involves finding the value of a variable that makes both sides of the equation identical. It is essential in determining solutions to problems and understanding relationships between quantities.

Synonyms

comparing, equalizing, matching

Examples of usage

  • We are equating the two sides of the equation.
  • The first step in solving the problem is equating the variables.
  • Equating the functions can help find their intersection point.

Translations

Translations of the word "equating" in other languages:

🇵🇹 igualando

🇮🇳 समानता

🇩🇪 gleichsetzen

🇮🇩 menyamakan

🇺🇦 прирівнювання

🇵🇱 wyrównywanie

🇯🇵 等しいこと

🇫🇷 égalisation

🇪🇸 igualación

🇹🇷 eşitleme

🇰🇷 동등하게 하다

🇸🇦 المعادلة

🇨🇿 rovnání

🇸🇰 rovnanie

🇨🇳 等式

🇸🇮 enačenje

🇮🇸 jafngilding

🇰🇿 теңестіру

🇬🇪 დასაბუთება

🇦🇿 bərabərləşdirmə

🇲🇽 igualación

Etymology

The term 'equating' originates from the Latin word 'aequare', meaning 'to make equal'. This word derives from 'aequus', which translates to 'equal' or 'even'. The use of equate in English traces back to the late 16th century, reflecting the growing interest in mathematics and the formal study of algebra during that period. Over time, 'equating' has evolved to incorporate various contexts beyond mathematics, emphasizing balanced relationships in areas like logic and philosophy. Its presence in modern English underscores the importance of equality and representation in problem-solving across disciplines.

Word Frequency Rank

Positioned at #20,101, this word is part of extensive vocabulary. It's relatively rare in general usage but may be important in specific fields or formal writing.