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jeff1evesque
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For the following, I was wondering if someone could help me determine the imaginary part of the complex number:
[tex]Im<GVV* - j\omega CVV*>[/tex], where [tex]V*[/tex] is the complex conjugate of [tex]V[/tex].
I was thinking the imaginary component would be [tex]-\omega CVV*.[/tex] But I am reluctant on the conclusion, because I am not sure if it would rather be [tex]\omega CVV*.[/tex]
Could someone enlighten me?
[Is there any chance someone could remind me why complex numbers and phasor's are important for circuits (practicality)? And does every circuit element have a corresponding phasor element, [tex]e^{j\omega t}?[/tex] ]
thanks,JL
[tex]Im<GVV* - j\omega CVV*>[/tex], where [tex]V*[/tex] is the complex conjugate of [tex]V[/tex].
I was thinking the imaginary component would be [tex]-\omega CVV*.[/tex] But I am reluctant on the conclusion, because I am not sure if it would rather be [tex]\omega CVV*.[/tex]
Could someone enlighten me?
[Is there any chance someone could remind me why complex numbers and phasor's are important for circuits (practicality)? And does every circuit element have a corresponding phasor element, [tex]e^{j\omega t}?[/tex] ]
thanks,JL
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