Find v(t) for this figure w 12cos(2t) ΙΩ ง 2F -2 H ww m ΖΩ 1F + v(t)
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- Consider the series RLC circuit of Problem 2.7 and calculate the complex power absorbed by each of the R, L, and C elements, as well as the complex power absorbed by the total load. Draw the resultant power tna ngle. Check whether the complex power delivered by the source equals the total complex power absorbed by the load.Given x(t) = Acos (120t + φ) = A1 cos120t + A2 sin120t. Find A1, A2, A and φ when x(0.1) = -0.995 mm and acceleration(0.2) = -75000 mm/s28. 7.8 In the circuit , the voltage and current expressions are v=400e−5tV, t≥0+;i=10e−5tA, t≥0.2. b) τ (in milliseconds).
- SOLVE FOR THE FOLLOWING. CIRCUIT 1. I(s), I(t), Vr(t), VL(t).If i(t) = 4 sin(γt + 50°) and v(t) = 7 sin(γt - 30°), which one of these statements is TRUE? 6) _____A) i lags v by 80°.B) i lags v by 20°.C) i leads v by 20°.D) i leads v by 80°.8. 7.8 In the circuit the voltage and current expressions are v=400e−5tV, t≥0+;i=10e−5tA, t≥0.3. c) L.