In the given circuit, find the value of unknown resistor R8, using any principle of DC circuit. Given: R3-2 ohm, R4=2 ohm, R5= 2 ohm, R6-5 ohm, R/= 1 ohm, R9= 2 ohm current in R5=3A and current in R9- 6A RI R. R, Rq 5. R2
Q: Determine: Branch currents and power in each resistor Kirchhoff's Laws
A: It is given that:
Q: 30오 952 B 252 A RI R3 R5 R, 을6OR2 Ra 402 Re 5요 Ry 4 402 R6z15e 32 25오 10요 R8 Ry LA1
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A: The circuit is as shown below :
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A: Id =0.5882 V3 =200×0.5882=117.64 V
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A: The circuit is The current in the circuit is shown.
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Q: Circuits for • Solve the folbwing quanti ties listed./ RI R2 R2 R4 Given E= 150 VDC RI = 2.7 KA…
A: Solution: Given, R1=2.7 kΩ=2700 ΩR2=3.3 KΩ=3300 ΩR3=6000 ΩR4=3000 Ωand, E=150 V from the circuit,…
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Q: 22040'V 5012 V₁ ZI 7+j8r 220x00V 50112 21√32 24 15 tj sr 8+140/23 V2 67132 zzt Z₂ 72040 Sorta 26 It…
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Q: I. -13R1 + 14R2 – 1,R6 + E = 0 II. 4R2 – I6R4 + I5R3 = 0 R3 III. I3R1 + I5R3 = I½R5| IV. -12R5 –…
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A: The solution can be achieved as follows.
Q: 22040'V 5012 V₁ ZI 7+j8r 220x00V 50112 67132 zzt Z₂ 21√32 24 15 tj sr 8+140/23 V2 72040 Sorta 26 It…
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Q: Using Kirchoff's Law determine the following current R1=10 R2=80 R3=50 V1=24volts V2=D10 volts R1 R3…
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- Given the circuit, solve for: a. using superposition to get the thevenin voltage by R6, what is the contribution of the I1? b. if the load of 250 ohms becomes 100 ohms, what will be the value of Va?A DC circuit with ten resistors is given below.a) Find the equivalent resistance of the circuitb) Determine the current drawn from the sourcec) Determine the current flows through R1 resistorIn the circuit given in the figure, VGS = -2.6 V. Calculate, a) ID b) VDS c) VG, VD and VS
- Determine the total voltage, VT and the resistance, R3 in the circuit shown in Figureif the voltage across R1 is 4v and the current through R4 is 1.5 A.Find the currents (IR1, IR2, IR3, IR4, IR5) on the resistors in the circuit given in the figure with the Surrounding Currents Method .For the number 1 question, you have to find the thevenin equivalent resistance at the load terminals and also the maximum power transfer to the load. I have posted this question but both gave me different answers, what is the real answer for this? LINK FOR ANSWER 1: https://www.bartleby.com/questions-and-answers/1.-find-the-a-equivalent-thevenin-resistance-at-the-load-terminals-and-b-maximum-power-transfer-to-t/bb07ad30-0e58-4e87-a919-c3846bad184bLINK FOR ANSWER 2: https://www.bartleby.com/questions-and-answers/1.-determine-the-equivalent-thevenin-resistance-at-the-load-terminals-and-maximum-power-transfer-to-/eded9e03-db33-44c9-b6f7-c9616cbaab35 Also, kindly check if the answers to question number 2 on the links are correct.
- Provide the nodal equations for the circuit above Solve for the nodal voltage V1. The node connected to R1. What is the nodal voltage V2. This is the node between R2, R3, R4, and the current source What is the voltage across R4?1) Using only source transformation and without eliminating vx, reduce the circuit in Figure until you get a single current source and a single resistor, then obtain vx using Ohm's law. What is the value of the current source in A? 2) What is the value of the resistance in Ω? 3)What is the value of Vx in Volts? 4)For the circuit in Figure, set up the supernode equation: Response format: Ava±Bvb±Cvx=D 5)For the circuit in Figure, set up the auxiliary equation for the supernode: Response format: Ava±Bvb±Cvx=D 6)For the circuit in Figure, set up the equation of the remaining node: Response format: Ava±Bvb±Cvx=DUse 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.
- Show the derivation of the formula in transforming Delta (or Pi ) Network to Wye (or T) Network and vice-versa. In addition, solve four (4) circuit problems with applications of delta to wye transformation (or vice-versa) of your own choice and indicate your reference.Multiple Choice Initially, a circuit is composed of a DC source and two resistors, R1 and R2, connected in series across the said DC source. The circuit current in this connection is Iold. Now, both terminals of R1 are to be connected to each other. The current in this new circuit is Inew. Which of the following is true? Iold < Inew (The exact values of R1 and of R2 should be given to be able to conclude about the relationship between Iold and Inew.) Iold = Inew Iold > Inew////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////…