SOLVED: The phasor transform converts a cosine to a complex number that captures the magnitude and phase shift: P[Acos(Wt θ)]=Ae^(jθ)The inverse phasor transform converts a complex number into a cosine: p^(-1)[Ae^(jθ)]=Acos(t θ)The phasor transform of the derivative of a cosine is jω times the phasor transform of the cosine:Acos(t θ)' = jωAe^(jθ)a) Find P[2.4cos(2kt 30)].b) Find p^(-1)[j].c) Use phasors to calculate 3cos(t) 4sin(t). (Convert to phasors, sum the phasors, then convert back
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