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- For the circuit shown in figure Req is: * 140 R3 R, R: 22 Rea Ru RC RS R7 33 6 ohm 24.4 ohm 34,4 ohm 44.4 ohmFor the following circuit, Vsrc=1.5 V and Rload%3D225 Q. What is Is? Is +. Vsrc VR Rload 30 mA 9 mA 6.67 mA 40 mV6. PLEASE SOLVE AND SHOW YOUR DETAILED SOLUTION WITH FBD. The currents at the junction point in a circuit have the following values I1 = (15 – j4) A and I2 = (12 + j22) A. Calculate I1 + I2.
- /Q6 The potential at point P due to Q1 and * :Q2 is = 1x10-12C 0.5 m 0.5 m Q2 = 1x10-12C %3D 50 cm P. 0.01797 V O -0.01271 V O ov O 0.01271 V C 10Dan is trying to build a circuit by applying a 34 volt emf to an LR series circuit in which the inductance is 0.7 H and the resistance is 48 ohms. Dan assumed that the circuit has no initial current. What is the value of the current as "t" approaches positive infinity.For the circuit below with input voltage V1, a step function of magnitude 25 volts at time t-0, find the transient response voltage across the capacitor C1 and plot the results: (Provide your calculations and reasoning for your answer.) R1 555 250mH V1 = 0 V2 - 25 TD = 0 TR In V1 C1 TF in PW- 25 PER = 3.3u
- A capacitor C with 1 mF is charged by a constant voltage source (U). Source and capacitor are connected by a resistor R with 10 ko. To discharge the capacitor the source is replaced by a short. U R 1 R charging discharging The voltage source is replaced by a constant current source with an output of 1 mA. Please draw the voltage at the capacitor qualitatively over the time.For R1=9000, R2=2000, R3=6000, R4=5000, C1=0.006, C2=D0.002 & 11=0.007 A in the shown circuit, obtain the energy stored in each capacitor under dc conditions. C2 R4 ŽR3 ER2 ŽRI C1= Energy stored in C1= Energy stored in C2=Initially relaxed series RLC circuit with R = 150 £2, L=30 H and C= 10 F has de voltage of 150 V applied at time t = 0. Find the equation for current and voltages across different elements. Also draw the waveform under different cases. E R i L -00000 C
- 20 For the circuit shown in the figure next, Rth (seen by the left side of RL) is found to be (in Ohms) v, 4n Figure X1 None of the choices O 246. For the circuit shown in the figure next, the value of (equivalent inductance) L T is found to be * 3. 3. Figure L1 None of the choices O 1.5 04 O 2.5 O3 O O O Owhat are the complex powers of all elements in the circuit?(Sj2π,S-j1π,S2π,S1π,S6Z0*V)