Apagogically – Definition & Meaning

Apagogically is a term that is not commonly used in everyday language, but it has its own importance in certain fields. This term is often used in logical reasoning and argumentation. In this article, we will explore the definition, origin, meaning, associations, synonyms, antonyms, and examples of apagogically.

Definitions

Apagogically is an adverb that refers to a method of logical reasoning that is based on the process of elimination. It is a type of argument that is used to prove a statement by showing that the opposite of that statement leads to a contradiction. In other words, apagogically is a way of reasoning that uses negative evidence to prove a positive conclusion.

Origin

The term apagogically comes from the Greek word “apagoge,” which means “deduction” or “inference.” The word “apagogically” was first used in the English language in the early 18th century.

Meaning in different dictionaries

According to Merriam-Webster, apagogically means “by way of a process of elimination.” Oxford Dictionary defines it as “by means of elimination or exclusion.” The Cambridge Dictionary defines it as “using the method of proving something by showing that the opposite of it is impossible.”

Associations

Apagogically is often associated with logical reasoning, argumentation, and philosophy. It is a method that is commonly used in debates, discussions, and academic writing.

Synonyms

Some synonyms of apagogically include deductively, logically, inferentially, and conclusively.

Antonyms

There are no direct antonyms of apagogically, but some opposite terms could be inductively, intuitively, or subjectively.

The same root words

The root word of apagogically is “apagoge,” which means “deduction” or “inference.” Other words that have the same root word include “apagogic,” “apagogical,” and “apagogics.”

Example Sentences

  • The scientist used apagogically reasoning to prove his hypothesis.
  • The lawyer used apagogically reasoning to show that the defendant could not have committed the crime.
  • The philosopher used apagogically reasoning to demonstrate the flaws in his opponent’s argument.
  • The teacher used apagogically reasoning to help his students understand the concept.
  • The mathematician used apagogically reasoning to solve the problem.
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