What does ∴ mean in MATHEMATICS


Whenever it comes to writing essays, reports, memos and other professional documents, there are many abbreviations used in order to save on time and make life a lot easier. One of the most common abbreviations is “∴” which stands for “Therefore”.

∴

∴ meaning in Mathematics in Academic & Science

∴ mostly used in an acronym Mathematics in Category Academic & Science that means Therefore

Shorthand: ∴,
Full Form: Therefore

For more information of "Therefore", see the section below.

» Academic & Science » Mathematics

Definition

The word “therefore” means as a result or consequence, so when using the abbreviation ∴, it is meant to refer to this meaning. It is frequently used in logical arguments or deductions, where there is something that needs to be concluded or implied based on the prior premises mentioned. Therefore, whenever ∴ appears in a sentence, it conveys the idea that something follows from what has already been said.

Usage

The symbol ∴ may be used anywhere in a sentence as long as there is an explanation or deduction preceding it. For example; “All dogs bark and cats meow; ∴ all animals have some sort of vocalization method”. In this case, the ‘therefore' helps connect the two ideas together into one statement with an implied conclusion. Another example would be; “Children need to obey their parents; ∴ parents should set a good example for their children to follow”. Here, we can see how the abbreviation once again connects two statements together into one conclusion about parental responsibility.

Essential Questions and Answers on Therefore in "SCIENCE»MATH"

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Final Words:
Overall, using symbols such as ∴ allows us to take complex ideas and condense them into more concise statements without sacrificing any of its intended meanings or implications. It allows professionals to save time and communicate their thoughts more efficiently in any type of document they are writing whether it be an essay or report etc. Therefore, understanding how and when to use the symbol correctly can prove very helpful especially when dealing with complex subjects requiring brief detailed explanations.

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