(33 points) V₁(t) R₁ ix (t) =C₁ 1 Then calculate iz(t), iz(t) = 21.06cos(2000pit+12.695) R₂ Given the element values v₁(

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answerhappygod
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(33 points) V₁(t) R₁ ix (t) =C₁ 1 Then calculate iz(t), iz(t) = 21.06cos(2000pit+12.695) R₂ Given the element values v₁(

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33 Points V T R Ix T C 1 Then Calculate Iz T Iz T 21 06cos 2000pit 12 695 R Given The Element Values V 1
33 Points V T R Ix T C 1 Then Calculate Iz T Iz T 21 06cos 2000pit 12 695 R Given The Element Values V 1 (27.14 KiB) Viewed 30 times
All are wrong but the angle
(33 points) V₁(t) R₁ ix (t) =C₁ 1 Then calculate iz(t), iz(t) = 21.06cos(2000pit+12.695) R₂ Given the element values v₁(t) = 12cos(210³t) V, R1 = 200 £2, R2 = 400 2 and C1 = 140 nF, use frequency domain analysis to find iz(t). Calculate the magnitude and phase in frequency domain, İ₂ = 0.01246 Z 12.695 ° mA help (numbers) Note: use degree instead of radian mA help (formulas) Note: use radian instead of degree
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