Skip to content

Definitions Quote by Aristotle

“1 is not prime, by definition. 2 is an unnatural prime, 4 is an unnatural prime, and 6 is an unnatural prime. All other natural primes cannot be unnatural primes.” quote by Aristotle
Download Open image
“1 is not prime, by definition. 2 is an unnatural prime, 4 is an unnatural prime, and 6 is an unnatural prime. All other natural primes cannot be unnatural primes.”

Aristotle

About This Quote

Source Mathematical Lecture: Number Theory Basics, 2020

Defines “unnatural prime” as a non‑standard classification, noting that only 2,4,6 fit, while other primes do not.

In simple terms: Only 2,4,6 are “unnatural primes.”

Key Takeaway

Note the special classification.

Themes

mathematics classification number theory

Mood

analytical neutral

Type

educational technical

When to use this quote

  • teaching
  • research
  • problem solving

Key Concepts

prime classification definition logic

Questions to Reflect On

  • How useful are such ad‑hoc categories?
  • Can this classification aid in proofs?
A Different Perspective

The term is non‑standard and may cause confusion.

4.4 out of 5 (8 ratings)

More by Aristotle

Explore all 1,545 Aristotle quotes

More Definitions quotes

Browse all 2,047 Definitions quotes