Menu
×
   ❮     
HTML CSS JAVASCRIPT SQL PYTHON JAVA PHP HOW TO W3.CSS C C++ C# BOOTSTRAP REACT MYSQL JQUERY EXCEL XML DJANGO NUMPY PANDAS NODEJS R TYPESCRIPT ANGULAR GIT POSTGRESQL MONGODB ASP AI GO KOTLIN SASS VUE DSA GEN AI SCIPY AWS CYBERSECURITY DATA SCIENCE
     ❯   

C++ cmath remainder() function

❮ Math Functions


Example

Calculate the remainder of different pairs of numbers:

cout << remainder(11.0, 3.0);
cout << remainder(16.0f, 4.0f);
cout << remainder(31.0, 2.5);
Try it Yourself »

Definition and Usage

The remainder() function returns the floating point remainder of the division dividend / divisor where the result of the division is rounded to the nearest integer (if the decimal part is exactly 0.5 it rounds to the nearest even integer).

The return value for two numbers a and b is approximately equal to a - round(a/b) * b except that a decimal part of exactly 0.5 rounds to the nearest even integer.

The remainder() function is defined in the <cmath> header file.

Note: This function is the same as fmod() except that fmod() truncates the result of the division instead of rounding it.


Syntax

One of the following:

remainder(double dividend, double divisor);
remainder(float dividend, float divisor);

Parameter Values

Parameter Description
dividend Required. The dividend of the remainder operation.
If this is an integer type then it will be treated as a double.
divisor Required. The divisor of the remainder operation.
If this is an integer type then it will be treated as a double.

Technical Details

Returns: A float value (if all the arguments are float) or double value (in any other case) representing the remainder of a division.

❮ Math Functions

×

Contact Sales

If you want to use W3Schools services as an educational institution, team or enterprise, send us an e-mail:
sales@w3schools.com

Report Error

If you want to report an error, or if you want to make a suggestion, send us an e-mail:
help@w3schools.com

W3Schools is optimized for learning and training. Examples might be simplified to improve reading and learning. Tutorials, references, and examples are constantly reviewed to avoid errors, but we cannot warrant full correctness of all content. While using W3Schools, you agree to have read and accepted our terms of use, cookie and privacy policy.

Copyright 1999-2024 by Refsnes Data. All Rights Reserved. W3Schools is Powered by W3.CSS.