The complete solution of the current in the sinusoidal response of R-C circuit is?
(a) i = e^-t/RC[V/R cosθ+V/√(R^2+(1/(ωC))^2) cos(θ+tan^-1(1/ωRC))+V/√(R^2+(1/ωC)^2) cos(ωt+θ+tan^-1(1/ωRC)]
(b) i = e^-t/RC[V/R cosθ-V/√(R^2+(1/ωC)^2) cos(θ+tan^-1(1/ωRC))-V/√(R^2+(1/ωC)^2) cos(ωt+θ+tan^-1(1/ωRC)]
(c) i = e^-t/RC[V/R cosθ+V/√(R^2+(1/ωC)^2) cos(θ+tan^-1(1/ωRC))-V/√(R^2+(1/ωC)^2) cos(ωt+θ+tan^-1(1/ωRC)]
(d) i = e^-t/RC[V/R cosθ-V/√(R^2+(1/(ωC))^2) cos(θ+tan^-1(1/ωRC))+V/√(R^2+(1/ωC)^2) cos(ωt+θ+tan^-1(1/ωRC)]
I have been asked this question in unit test.
I need to ask this question from Sinusoidal Response of an R-C Circuit topic in section Transients of Network Theory
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