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- Find the total/resultant effective voltage, given the following: e1 = 10 sin ωt e2 = -15 cos (ωt – π/3) e3 = 10 cos ωt e4 = -20 sin (ωt– π/3)The voltage v = 222 sin(100t+50°) V is connected acroos a 105-µF capacitor. Determine the instantaneous current at t = 0.004 s.Answers: a. 20 msb. 50 Hzc. 90°d. 150 Ve. 106.066 Vf. 400 mAg. 282.8437 mAh. 375 Ωi. Capacitive, 8.4883?F
- Calculate the current i(t), when the external voltage is set to uI(t) = 10 V cos(w t) for the frequency 159.15 Hz. (Answer: 0.42 A * cos(w t))What is the value of the voltage function at 12 seconds? v(t) = 87 sin (17πt + (5π/4) VPlease calculate the current i(t), when the external voltage is set to uI(t) = 10 V cos(w t) for the frequency 159.15 Hz. (Answer: 0.42 A * cos(w t))
- A 50 Ω resistance is connected in series with a coil having 25 Ω resistance and 150 mH inductance. The circuit is connected to a voltage source of 200 sin ωt. Calculate the instantaneous current. A. 2.9 sin ωt B. 1.7 sin (ωt + 37°) C. 2.1 sin (ωt – 37°)The voltage across a 100 mH coil is v = 100 sin 50t. Which of these expressions describesthe current? 2) _____A) 20 sin 50tB) 20 sin(50t - 90°)C) 2000 sin(50t - 90°)D) 20 sin(50t + 90°)The base impedance and the base voltage for a given power system are 11 Ω and 413 V, respectively. The base kVA will be a. 37.51 b. 15.51 c. 1.00 d. 37.58
- Determine the electric power provided by the component if v(t) = 4(1 − e^-2t) and i(t) = (2e^-2t). Also determine the maximum power.The voltage source vs(t)=200sin(1000t+45°) R = 145 Ω, L = 11 mH, C = 50 µF Calculate the magnitude of the total impedance of the circuit. enter your answer in Ω and round to two decimal places.Answer: 99∠−8.04° (98−j13.8) Show steps please