You are watching: Prime numbers can be written as a product of
However, how can you execute this once you"re managing a element number? If you compose $29 = 29 cdot 1$ you usage 1 and also that isn"t a prime number. Need to you simply write $29 = 29^1$?
A solitary number, like $31$ or $7$, is in fact a product as far as snucongo.orgematics is concerned. The is a product that $1$ integer.
Indeed, friend can even have a product of $0$ integers. This is identified to it is in $1$, since $1$ is the identity element of multiplication. (See Qiaochu"s comment.)
When us say the an integer has actually a distinctive prime factorization, we typical it can be written as a product of some nonnegative integer variety of primes. Thus, "$2 cdot 2 cdot 23$", "$31$", "$7$", and "$quad$" space all precious prime factorizations.
Thanks for contributing solution to snucongo.org Stack Exchange!Please be sure to answer the question. Administer details and also share her research!
But avoid …Asking because that help, clarification, or responding to various other answers.Making statements based upon opinion; earlier them up with recommendations or an individual experience.
Use snucongo.orgJax to format equations. snucongo.orgJax reference.
See more: What Must Be True About An Index Fossil Whose Absolute Age Is Used As A Reference For Other Fossils
To learn more, see our advice on writing good answers.
short article Your price Discard
Not the price you're looking for? Browse various other questions tagged prime-numbers prime-factorization or ask your very own question.
What's the suggest of remove $1$ from the list of primes and having an empty product in the basic theorem the arithmetic?
site design / logo design © 2021 stack Exchange Inc; user contributions license is granted under cc by-sa. Rev2021.11.23.40817