0.20 0.20 62 E=122 TEg=92 R=0.25 E=118 G1 FIG. 4-24 Circuit diagram for Prob. 14.

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A:

Q: 12. Find Rs if Vo = 20.5954mV and rd = 50kohms. %3D 14 V 2k Ohm Vo 10 mv Idss=8mA, Vp=-4V 5M Ohm Rs

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Q: 1. The voltage amplification with R, and Rs ignored (AVNL - 2. The value of Z; and Z, 3. The total…

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Q: Determine Vps for the given circuit. 20 V Rp 6.2 k2 D Ipss = 8 mA Vp = -8 V RG I MQ Rs 2.4 ka

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Q: Q/ Determine i, in the circuit of Fig. below, using the superposition principle. 20 F 50 cos 20001 V…

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Q: H.W: Find the value of ZL in the circuit of Fig. below.for maximum power transfer. 40 2 60/0 V -/102…

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Q: In the circuit of Fig.1 find V, if I,= 2/0° A. -j2 2 Vs -j12 22 j4 2 j2 Q Fig.1

A: The above circuit can be solved by using KCL and KVL.

Q: 0.053 µF 1.5 kN 3 k2 s at w 0.53 μF 0.265 μF Fig. 2

A:

Q: b) For the circuit shown below Fig 6 (b) taking B=100 , find the following: 12V 3.3k 47k 18k 1k

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Q: QI: Find Rg and i, in the circuit of Fig. 60 Q 12 2 ww 2.5 Q ww 62 ww U 08 80 2 35 VO 152 20 2 Re

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Q: Q1/ For the circuit shown below, If Req =502, find R 10Ω R 30 Ω ww Req 120 120 12Ω 12Ω 60 Ω ww

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Q: ) Consider the following circuit. Wha VDD +12 V RD 3.3 kQ 0.1 µF Rg RG 1.0 MQ 6800

A:

Q: Find out the value of resistance "R" in the circuit shown. If RAB = 61 N. 402 Ao 302 302 102 Bo

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Q: 4. Find Zi, Zo, Av and Ai using approximate hybrid model. 18 V 2.2 k2 68 k2 5 uF h - 180 h-2.75 k2…

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Q: Find Req of the circut 100 10 10 ao Ww ww R 32 40 50 120 odes Ans.=11.22 ww ww

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Q: 4.10 Determine v3 in the circuit of Fig. 4.27. 10 Ω 20 Ω 30 V 15i1 80 V 40 Ω 30 Ω

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Q: 50 µF 10 mH 20 Ω all ww 10 cos 10°r V 20 2 Ai, 30 Ωο ww

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Q: 4. Sketch the output V for the given network below. + 1kQ2 +8 V -8 V 10 + Si 41

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Q: Find the table value of the 20vpp AC voltage shown in fig. 4 90° 18° 270° 360° Fig.4 angle Voltage…

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Q: Using nodal analysis, find vl and v2 in the circuit of Fig. 10.3. 0.2 F 42 2 ww 2 H 3 30 sin 21 A…

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Q: Given the information appearing in Fig. 120, determine: a. Ic. b. Vcc. c. B. d. RB. Vcc 12 V RB IB =…

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Q: Use Norton’s Theorem to calculate the voltage Vo, if Is = 39 and Vs = 60.

A:

Q: H.W.(4): Determine the z and y parameters for the circuit in Fig. [Answer:] 4.8 -0.4 [2]- 0.21 0.02…

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Q: 11. Find Vo for the circuit given below. 10 kQ2 M 30 ΚΩ VN Vp 4 V 20 kQ2 VO Ans V6=10V

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Q: Calculate v and i, in the circuit of Fig. 12Ω + 16 V - +v - 4 V 3i +1)

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Q: 5. E, = - R, = 52 R2 = 10 0 R3 =10 0 %3D T. R = 20 0 T = 6 A Rg = 20 2

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Q: Q1/(a) At the network below, „Find Av 18 V 3.6KN C2 110 ΜΩ Ipss = 6 mA Vp=-3 V Yos = 10 µs Z. 150 2…

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Q: 10/0 A Find I, in Fig. using mesh analysis. 62 H j4 2 |50/30° V er 5 0Go /65 45o

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Q: 3. Let Is= 50A, nd Vx 20 40 302 502 ver

A: We will use source transformation to find known voltage Vx.

Q: Consider the following network. The value of Vo is 26. 4 Vo Vo + 10 V 2 A 20

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Q: Given the circuit in Fig. 2.101 and that the resis- tance, Reg, looking into the circuit from the…

A: The solution is given below

Q: 2 V th %3D 4.2 th According to maximum power transfer theorem maximum power is equal to Pmax Select…

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Q: (1) Find the Thévenin equivalent with respect to terminals a & b in the circuit shown in Fig. 1. 10…

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Q: Given the information appearing in Fig. 119, determine: a. Ic. 12 V b. Rc. c. RB. Ic d. VCE. Rc RB…

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Q: Q.1 For the circuit of Fig. 1: a. Calculate R b. Determine I and I, c. Find V; R. 121! R. 64 124 6…

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Q: Calculate V, in the circuit of Fig. 1 using the method of source transformation. 5Ω 4Ω -j13 Q 3Ω…

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Q: Given that Ico = 2 mA and VCEO - 10 V, determine R, and Re for the network of Fig. 4.60. 18 V Rc 10…

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Q: ww 60 N 20 Q 6Ω. 50 Q 10 N 4 Ω 80 N 70 Q

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Q: Determine Ij and I2 in the circuit shown in Fig.4 Vaing Mesh Cunenet Analyts 10-e lov 3 V in 752 1-2

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Q: Find i and Vo in the circuit of Fig. 10 2 I 24 2 502 25 2 15 V 302 30 N 60 N3 202

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A:

Nodal Analysis

In the analysis of any electric circuit, nodal analysis is the method of determining the potential difference or voltage between different nodes in an electric circuit. A node is a point where two or more branches connect each other. In the nodal analysis, the voltages are determined in the terms of branch currents. The nodal analysis is also known as the node voltage method or branch current method. The nodal analysis method is one of the several applications of Kirchhoff's Current Law (KCL).