Remaindering Meaning: Definition, Examples, and Translations
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remaindering
re-main-der-ing
Definition
mathematics concept
Remaindering refers to the process of finding the remainder of a division operation. In mathematics, when one number is divided by another, the remaining amount that cannot be evenly divided is called the remainder.
Synonyms
Examples of usage
- What is the remainder when 10 is divided by 3?
- To solve this problem, we need to use remaindering.
- In this case, the remaindering process shows that 20 divided by 6 gives a remainder of 2.
Translations
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Quick facts about “remaindering”
Remaindering is a 4-syllable verb (re-main-der-ing). On finesentence.com it has 1 meaning, 2 synonyms, and translations into 21 languages. It ranks #42,773 among the most common English words.
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“remaindering” in economics
- Remaindering helps companies recover some costs by selling unsold items instead of destroying them.
- Price reductions in remaindering can range dramatically, making it attractive for budget-conscious shoppers.
“remaindering” in literature
- Many classic and popular books end up in remainder bins, making literature more accessible to a wider audience.
- The Remainders section of bookstores can often introduce readers to lesser-known authors and works.
“remaindering” in cultural impact
- Remaindering has influenced how readers perceive the value of books – lower prices can make them feel more approachable.
- Events like 'remainders sales' or 'discount days' at bookstores often attract crowds looking for deals.
Origin of 'remaindering'
Main points about word origin
- The word derives from 'remainder', which comes from Old French and Latin, meaning 'to remain after others are taken'.
- The practice of remaindering began in the 20th century as publishers sought to clear out excess inventory.
The term 'remainder' originates from the Middle English 'remaindre', derived from the Old French 'remaindre', meaning 'to remain'. This evolved from the Latin 'remanere', which is a combination of 're-', meaning 'again', and 'manere', meaning 'to stay'. Its use in mathematics can be traced back to early arithmetic and division practices, where it became essential to determine what portion of a number could not be evenly distributed. The concept was further developed in the context of modular arithmetic, which formalizes the remaindering process and has applications in computer science, cryptography, and number theory.
Word Frequency Rank
With rank #42,773, this word is among the least frequently used in common English. Understanding it can be beneficial for comprehensive language mastery, but it's not essential for most learners.