2.3 - Difference between remainder and modulus in MATLAB | rem, mod, fix, floor| URDU | HINDI скачать в хорошем качестве

2.3 - Difference between remainder and modulus in MATLAB | rem, mod, fix, floor| URDU | HINDI

In this lecture you will learn about the following things: How can we find the remainder in Matlab? |rem and mod functions| `r = a - b.*fix(a./b)` Remainder or rem `b = a - m.*floor(a./m)` Modulus or mod Difference between rem and mod commands in Matlab. Difference between fix and floor command in Matlab. Lecture Section: 00:00 Short introduction of lecture 01:51 Difference between rem and mod command 06:06 Difference between fix and floor command 08:30 Outro *Difference Between mod and rem function in Matlab* The concept of the remainder after division is not uniquely defined, and the two functions `mod` and `rem` each compute a different variation. The `mod` function produces a result that is either zero or has the same sign as the divisor. The `rem` function produces a result that is either zero or has the same sign as the dividend. Another difference is the convention when the divisor is zero. The `mod` function follows the convention that `mod(a,0)` returns `a`, whereas the `rem` function follows the convention that `rem(a,0)` returns `NaN`. Both variants have their uses. For example, in signal processing, the `mod` function is useful in the context of periodic signals because its output is periodic (with a period equal to the divisor). Difference between floor and fix command in Matlab? The `fix` function rounds values to the nearest integer toward zero. - Towards positive infinity The `floor` function rounds values to the nearest integer toward negative infinity.