modulus value in matlab I want to calculate mod 4 15 21 13 47 the matlab ans 21 but the correct ans 3 using the windows calculator is there any way in matlab to calculate such modulus
The basic syntax for the modulo operation in MATLAB is remainder mod dividend divisor Here dividend is the number to be divided divisor is the value by which the division occurs and remainder is the result M mod a b finds the modulus after division To find the remainder use rem If a is a polynomial expression then mod a b returns the unevaluated modulus of the polynomial
modulus value in matlab
modulus value in matlab
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Modulus signed remainder after division Syntax M mod X Y Definition mod x y is x mod y Description M mod X Y returns the remainder X Y floor X Y for nonzero Y and returns M mod x y returns the modulus after division of x by y where x is the dividend and y is the divisor This function is often called the modulo operation which can be expressed as m x
Modulus after division Syntax M mod X Y Definition mod x y is mod Description M mod X Y if Y 0 returns X n Y where n floor X Y If Y is not an integer and the quotient Please consider the MATLAB help Note MOD x y for x y and y 0 has the same sign as y rem x y and MOD x y are equal if x and y have the same sign but differ by y
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Abs z returns the absolute value or complex modulus of z Because symbolic variables are assumed to be complex by default abs returns the complex modulus magnitude by default If I want to perform a mod operation on a number 10 10 10 10 Basically it returns the positive value of the input All I could find is the sign operator which returns 1 1 or
R rem a b returns the remainder after division of a by b where a is the dividend and b is the divisor This function is often called the remainder operation which can be expressed as r a The P value is obtained using an unpaired two tailed t test in h Complex moduli storage and loss were determined using a custom Python package SciPy package 1 12
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modulus value in matlab - Modulus after division Syntax M mod X Y Definition mod x y is mod Description M mod X Y if Y 0 returns X n Y where n floor X Y If Y is not an integer and the quotient