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- Consider the circuit shown in Figure Q1(d), calculate the equivalent inductance, Leq at terminal a-b. 15 μΗ 36 μΗ 10 μΗ 25 μΗ 40 μΗ Figure Q1(d)Consider the circuit shown below. b) a) What is the current through 220 22 when the 2N4441 is conducting? What is the capacitor voltage that will turn on the 2N4441? What is the minimum voltage that can turn-off the 2N4441? c) 0.2 μF 2.2 1 kQ 1N752 VB = 10 V 9+25 V 220 2N4441 V₁ = 1 V IT = 7 mA IH= 5 mACalculate the difference A B if A=10236.87 and B=10453.13°. Show your solution graphically.
- The electric potential along the x-axis is V=429cos(5x) V, where x is in meters. What is E, at 5-3m? O 6302.17 V/m O 4201.44 V/m O 1050.36 V/m O 2100.72 V/m152130 222 Ⓒ520° Fj² 7 Find voltage drop Mutual inductance Majt = + {1.2 V. on 12 resistance Nex (the same for allInitial charge of the capacitor is zero. R1=2N and R2=20. Calculate Vot) for t=0.8s. 4i R1 58(t) V =1 F R2 Remark1: Only numeric values must be entered. Do not enter the units. (ex: If you calculate 13.8 V, write 13.8) Remark2: Use maximum one digit after dot. Round the numbers as provided below. (ex: If you calculate 10.83 V, write 10.8, not 11) (ex: if you calculate 15.67 V, write 15.7, not 16) (ex: if you calculate 18.98 V, write 19) Remark3: Don't use comma (ex: Write 50.6, not 50,6)
- The transient response of a second order system is given by the following equation, for 5% criterion the settling time is * e 4t C(t) = 1- sin on V1-74 + 6 %3D 1-72 O 1.25 sec 0.25 sec 4 sec 0.75 secInitial charge of the capacitor is zero. R1=20 and R2=20. Calculate Vo(t) for t=0.8s. 4i R1 ww 58(1) V 1 F R2 Remark1: 0nly numeric values must be entered. Do not enter the units. (ex: If you calculate 13.8 V, write 13.8) Remark2: Use maximum one digit after dot. Round the numbers as provided below. (ex: If you calculate 10.83 V, write 10.8, not 11) (ex: if you calculate 15.67 V, write 15.7, not 16) (ex: if you calculate 18.98 V, write 19) Remark3: Don't use comma (ex: Write 50.6, not 50,6)Initial charge of the capacitor is zero. R1=20 and R2=20. Calculate V for t=0.8s. R1 ww 58(1) V R2 Remark1: Only numeric values must be entered. Do not enter the units. (ex: If you calculate 13.8 V, write 13.8) Remark2: Use maximum one digit after dot. Round the numbers as provided below. (ex: If you calculate 10.83 V, write 10.8, not 11) (ex: if you calculate 15.67 V, write 15.7, not 16) (ex: if you calculate 18.98 V, write 19) Remark3: Don't use comma (ex: Write 50.6, not 50,6)
- Given the below mutual coupled circuit with the stated current values below, what is the energy stored in mJ at 100 ms? Parameters: I₁ = 3/15 A, I₂ = 52-30 A, f = 60 Hz, L₁= 2.5 mH, L₂ = 2.5 mH, M = 2.0 mH i₁(t) v₁(t) X 59.0 35.5 100. 25.6 3.8 87.6 L₁ M A i2(t) L2 None of these answers are correct v₂(t)Determine the current through the 260mH inductor in the circuit shown in the figure and choose the solution from the options given. 0.7, ángulo de -2.9° 0.9, ángulo de -19.8° .52, ángulo de -23.1° 0.338, ángulo de 303⁰ 65 Ω 85mH 150 sin(2π 100t) mn 200 Ω 260mH 28 75 카 120 Ω 50uFin the image below, Please find the voltage across the resistor at time t = 0.00069 seconds. The energy stored in the capacitor and inductor at t=0 is 0 Joules. The values are I1 = 75 A, R = 0.059 ohms, L = 0.01 Henries, C = 0.04 Farads.