The resistive network shown in Figure 87(a) contains a VCVS and a VCCS, and is driven by a 22V de voltage source. Calculate values for the Norton's equivalent network at termi- nals A-B as shown in Figure 87(b). Express JN and GN in numerical form. For maximum speed and efficiency, apply the MAME to this problem. (0. = 2ms) R. 1KO 1KA 500n R 2Kn 22V (=4VV) B (a) A
The resistive network shown in Figure 87(a) contains a VCVS and a VCCS, and is driven by a 22V de voltage source. Calculate values for the Norton's equivalent network at termi- nals A-B as shown in Figure 87(b). Express JN and GN in numerical form. For maximum speed and efficiency, apply the MAME to this problem. (0. = 2ms) R. 1KO 1KA 500n R 2Kn 22V (=4VV) B (a) A
Introductory Circuit Analysis (13th Edition)
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Author:Robert L. Boylestad
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Transcribed Image Text:The resistive network shown in Figure 87(a) contains a VCVS and a VCCS, and is driven
by a 22V de voltage source. Calculate values for the Norton's equivalent network at termi-
nals A-B as shown in Figure 87(b). Express JN and GN in mumerical form. For maximum
speed and efficiency, apply the MAME to this problem.
(9 = 2mS)
R,
R.
w -A
R.
1KO
+
1KO
+
500n
2Kn
V,
22V
(u= 4VV)
B
(a)
A
B
(b)
Figure 87
(a) Resistive network with VCVS and VCCS
(b) Norton's equivalent
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