
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN: 9780133923605
Author: Robert L. Boylestad
Publisher: PEARSON
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Use the node-voltage method to find the V1, V2, and V3 for the circuit in figure (2). Upload your solution steps in blackboard assignment.

Transcribed Image Text:6A
152
201
7A
V3
20 r
Figure (2)
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- 2. In the circuit of Figure below is1 = Vs2=0, Vs1 = 9 V, İs2 = 12 A. For the four cases of (a) R = 0, (b) R=60,(c) R = 90 and (d) R = 10,0000 draw the simplified circuit and find IBA and VAC. Hint: A zero voltage source corresponds to a short-circuited element and a zero current source corresponds to an open-circuited element. İBA B A ww R VS₂ 3 Ω 6Ω U SVarrow_forwardResistor and RC Circuits Problem 12: Consider the circuit in the figure, with the current directions defined as shown. There are four resistors in this circuit (R1, R2, R3, and R4) and four batteries with emfs ℰ1 = 15.5 V, ℰ2 = 3.5 V, ℰ3 = 14 V, and ℰ4 = 27.3 V, each with internal resistance given by ri as marked in the figure. Part (a) Calculate the current I1 in amps. Part (b) Calculate the current I2 in amps. Part (c) Calculate the current I3 in amps.arrow_forwardUse the Principle of Superposition to determine the current i through R3 in the Figure. Let R1 = 100, R2 = 40, R3 = 20, R4 = 20, R5= 20, Vs 10 V, Is = 2A. ww VS R3 ww wwwarrow_forward
- PROBLEM 3: Consider the circuit shown below in which you are to assume that Vsi, Vs2, Is and the resistors are known. Use the node voltage method to compose the minimum set of equations sufficient to determine all of the labeled node voltages (i.e. A through F). Do not include redundant equations! Your equations should be in terms of ONLY the node voltages, Vsi, Vs2, Is, and the resistors. You do not need to arrange the equations in matrix form nor to simplify them algebraically. Vs₁ F + R₁ VD E R₂ www R4 A B + R3 C VS2 R5 Isarrow_forwardcan someone explain the concepts and show me how to do this problem step by steparrow_forward
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