Wolfram ResearchPRODUCTSPURCHASEFOR USERSCOMPANYOUR SITES
THIS IS DOCUMENTATION FOR AN OBSOLETE PRODUCT.
SEE THE DOCUMENTATION CENTER FOR THE LATEST INFORMATION.

Quotient

Usage

Quotient[m, n] gives the integer quotient of m and n.
Quotient[m, n, d] uses an offset d.


Notes

• Integer mathematical function (see Section A.3.10).
Quotient[m, n] is equivalent to Floor[m/n] for integers m and n.
Quotient[m, n, d] gives a result  such that  .
n*Quotient[m, n, d] + Mod[m, n, d] is always equal to m.
• See Section 3.2.5.
• See also: Mod, PolynomialQuotient.
• New in Version 1; modified in 4.


Any questions about topics on this page? Click here to get an individual response.Buy NowFree TrialMore Information



 © 2009 Wolfram Research, Inc.  Terms of Use  Privacy Policy |
Sign up for our newsletter: