*This function gives the conjugate of a complex number.
*This function gives the conjugate of a complex number.
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*The complex number <math>z = a+bi</math>, then <math>IMCONJUGATE(a+bi) = z(bar) = a-bi</math> and it is denoted by <math>\bar{z}</math> or <math>z^*</math>.
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*The complex number <math>z = a+bi</math>, then: <math>IMCONJUGATE(a+bi) = z(bar) = a-bi</math> and it is denoted by <math>\bar{z}</math> or <math>z^*</math>.
*So complex number and complex conjugate both also having same real number and imaginary number with
*So complex number and complex conjugate both also having same real number and imaginary number with
the equal magnitude and opposite sign of a imaginary number.Also
the equal magnitude and opposite sign of a imaginary number.Also