¿Puedes usar módulo en flotadores?

Can you use modulus on floats?

Yes, %(modulo) operator isn’t work with floats and double.. if you want to do the modulo operation on large number you can check long long int(64bits) might this help you. still the range grater than 64 bits then in that case you need to store the data in .. string and do the modulo operation algorithmically.

Double Modulus Operator If either or both operands of the mod operator have type double, then evaluating it produces the remainder. This kind of mod operator does not exist in C or C++ where the mod operator only works with int operands. The evaluated result is a double value.

The modulo operator returns that part of a division that is discarded (the remainder) in case of a non floating point operation. e.g. If you want modulo for floating point number you can use std::fmod.

Python modulo operator (%) is used to get the remainder of a division. The modulo operation is supported for integers and floating point numbers. If both “a” and “b” are integers, then the remainder is also an integer. If one of them is float, the result is also a floating point number.

The fmod() function in C++ computes the floating point remainder of numerator/denominator (rounded towards zero). where tquote is truncated i.e. (rounded towards zero) result of x/y.

% operator cannot be used with floating point numbers in C & C++.

Float is a shortened term for “floating point.” By definition, it’s a fundamental data type built into the compiler that’s used to define numeric values with floating decimal points. C, C++, C# and many other programming languages recognize float as a data type. Other common data types include int and double.

The modules operator works with integer values i.e. modulus operator is used to find the remainder of two integer numbers. If the numbers are float or double the the modulus operators doesn’t work.

The % operator is for integers. You’re looking for the fmod () function. fmod (x, y) is the function you use. Use fmod () from . If you do not want to include the C header file: Then you can simply use dmod (6.3, 2) to get the remainder, 0.3. Thanks for contributing an answer to Stack Overflow! Please be sure to answer the question.

Multiply that by the denominator, and subtract the result from the numerator. fmod is the standard C function for handling floating-point modulus; I imagine your source was saying that Java handles floating-point modulus the same as C’s fmod function.

And, that’s why at the time of C99 version another function is given by makers for modulus operation with floating type values i.e. fmod () which is used in C & C++ when float or real type values are used for modulus operations.

3) modulus operator is not just applicable to integral types e.g. byte, short, int, long but also to floating-point types like float and double. 4) You can also use the remainder operator to check if a number is even or odd, or if a year is leap year.

Python modulo operator (%) is used to get the remainder of a division. The modulo operation is supported for integers and floating point numbers. The syntax of modulo operator is a % b . If one of them is float, the result is also a floating point number.

The modulus operator cannot be used with a long double. Explanation: fmod(x,y) – Calculates x modulo y, the remainder of x/y.

Given two floating-point numbers, find the remainder. Recommended: Please solve it on PRACTICE first, before moving on to the solution. A simple solution is to do repeated subtraction. We can use the inbuilt fmod function to find the modulus of two floating-point numbers.

As indicated, the no-op of the % operator on floating point numbers appears to be standards related. The CRTL provides ‘fmod’, and usually ‘remainder’ as well, to perform % on fp numbers. The difference between these two lies in how they handle the intermediate ‘iquot’ rounding.

I recently ran into an issue that could easily be solved using modulus division, but the input was a float: Given a periodic function (e.g. sin) and a computer function that can only compute it within the period range (e.g. [-π, π]), make a function that can handle any input.

Take your numbers *10 or *100 and do the calculations with integers instead. http://en.wikipedia.org/wiki/Modulo_operation Don’t be angry modulo is used with integers ^^ So floating values occure some errors. This is not a perfect answer but it works. This doesn’t work at all, and your example call doesn’t even use floats!