a. Find the Thévenin equivalent circuit for the network external to the resistor R in Figure. b. Find the current through R when R is 202, 3002, and 100. R₁ R3 w W 60 40 E18 V R₁ 30
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- Use nodal Analysis to find the following for the given circuit below: a) Voltage at Node "A" in V b) Current flowing through R5, R6, R7 in mA c) Power dissipated by R8 in microW.Using Thevenin’s theorem, find the equivalent circuit to the left of the terminals in the circuit in Figure below. Then find isolve for v, and i, in the circuit. (Use nodal analysis)
- Find the Norton equivalent circuit and then determine the current in load resistor RL (Please indicate direction).The load in the circuit in the figurecurrent through resistance (RL)Find it using the superposition theorem. (IL=?) R1=10ohm,R2=3ohm,RL=9ohmIn the circuit given below, R = 80 Ω. Solve for Vx using nodal analysis. The value of Vx in the circuit is ______ V.
- Determine the Norton equivalent for the circuit shown in the figureAnswer: RTH = 2 Ohms, icoc = -7.5Aa)Find the Thevenin Equivalent. b)Find the load resistance R that the circuit can absorb the highest power and the maximum power dissipated?1- Find the Thevenin voltage (Vth) and Thevenin resistance (Rth) according to the a-b ends of the circuit in the figure.
- In the circuit given below, R = 21 Ω. Find the value of V1 using nodal analysis. The nodal equation when the 10Ω and 5Ω resistors are not combined is: (V1 − 10)/A + B/10 + (V1 − 0)/C + D/4 = 0Using MAXIMUM POWER TRANSFER THEOREM only, find the value of RL for maximum power transfer in the network and the maximum power that can be transferred to this load. Please show your clean and detailed solution (step-by-step). Thank youGiven the circuit, use mesh analysis to compute. (A) current through R1, current through R2 and current through R3. (B) voltage across R1 and R2.