The meaning of PRIME NUMBER is any integer other than 0 or ± 1 that is not divisible without remainder by any other integers except ± 1 and ± the integer itself.
The meaning of PRIME NUMBER is any integer other than 0 or ± 1 that is not divisible without remainder by any other integers except ± 1 and ± the integer itself.
prime numberFrom Longman Dictionary of Contemporary EnglishRelated topics: Numbersˌprime ˈnumber noun [countable] a number that can be divided only by itself and the number one. For example, three and seven are prime numbers.Examples from the Corpus...
A natural thought is that (13) and (14) have different contents because they are about different things; for example, (14) makes a general claim about the set of prime numbers whereas (13) is about the relationship between the numbers 2 and 4. One might want our semantic theory to be ...
If it finds an even integer that can’t be summed by a pair of prime numbers, it halts. FromQuanta Magazine For example, one of the oldest results in math is Euclid’s proof from 300 BCE that there are infinitely many prime numbers. ...
prime ribs of beef. first in order of time, existence, or development; earliest; primitive. basic; fundamental: the prime axioms of his philosophy. Mathematics.(of any two or more numbers) having no common divisor except unity: The number 2 is prime to 9. ...
prime•Surely you don't allownegativenumbers to beprimes?•Even MargaretThatcherin herprimecould not carry herpartyon the question of Sundays.•He was thirty-six years old, and hisyouthwas gone, and even hisprimewas passing.•In hisprime, Vermeer developed what can only be called aform...
Understand factors of a number and prime factors of a number. Learn how to find the prime factorization of numbers using various methods.
Prefix and Suffix: Learn the meaning and definition of prefixes and suffixes and how they are formed in this article. You can also check the lists of examples with prefixes and suffixes to understand better.
the calculus of variations, and functions of a complex variable. It furthur examines prime numbers, the theory of probability, approximations, and the role of computers in mathematics. The theory of functions of a real variable opens the final section, followed by discussions of linear algebra and...