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(d) Calculate the Norton equivalent current In and resistance Rn of the network to the left of nodes A and B in Fig. 1(d). 11 = 1 mA, V1 = 1 V, R1 = (1000 + n) 02, R2 = (3300 + 0) 02, R3 = (4700 + 8) 2.

(d) Calculate the Norton equivalent current In and resistance Rn of the network to the left of nodes A and B in Fig. 1(d). 11 = 1 mA, V1 = 1 V, R1 = (1000 + n) 02, R2 = (3300 + 0) 02, R3 = (4700 + 8) 2.

Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
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(d) Calculate the Norton equivalent current In and resistance Rn of the network to the left of nodes A and B in Fig. 1(d). 11 = 1 mA, V1 = 1 V, R1 = (1000 + n) 22, R2 = (3300 + 0) 02, R3 = (4700 + 8) 02. $ I1 SPICE circuit schematic V1 R2 In Rn R1 R3 A B Figure 1(d) In Rn A B n=4 0=2 10 P
Transcribed Image Text:(d) Calculate the Norton equivalent current In and resistance Rn of the network to the left of nodes A and B in Fig. 1(d). 11 = 1 mA, V1 = 1 V, R1 = (1000 + n) 22, R2 = (3300 + 0) 02, R3 = (4700 + 8) 02. $ I1 SPICE circuit schematic V1 R2 In Rn R1 R3 A B Figure 1(d) In Rn A B n=4 0=2 10 P
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