Mark all that apply for the circuit below: 60 Ω 40 Ω ο i1 + i2 = -6A ο i3 + i4 = - 10A ο i1 = -4.8A ο i1 = -2.4A Ο 12 = - 1.2A 12 = -0.6A 13 = -6A ο i3 = -3A ο 14 = -4A Π 14 = -2A |16 A 12 200Ω ww 50 Ω ww

Q: Using superposition, find Vx and Ix. 5 ΚΩ 4 mA -20V + Μ + Vx - +1 10 V · 21x 10 ΚΩ

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Q: A) Find the pole and zero locations for a system with the transfer function s2 - s + 5/2 H(s) s2 +…

A: (A) Given transfer function is, H(s) = s2-s+5/2s2+5s+4or H(s) = s2-s+2.5s2+5s+4For zero's,s2-s+2.5 =…

Q: Find V. in the following network.

A: The required parameters can be calculated by using the mesh analysis and the mesh equation can be…

Q: For the circuit shown below find Av, Ai, Ro, Ri.

A: The gain and impedance of the given Darlington amplifier circuit can be calculated by using DC and…

Q: Determine 1₁, 12, 13, and 14

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Q: Draw the circuit Implement your function using 1 MUX(4x1) plus additional gates 0 1 2 3 4 5 6…

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Q: Find the Norton current for the circuit below at terminals a-b. Ο IN=1,404 <9,40 A IN=1,639 <10:30 Α…

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Q: Determine Lt for the circuit of Figure 2 H 1.6 H LT 04 H 4 H O 1. Lt = 2.4 H O 2. Lt = 4 H O 3. Lt =…

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Q: 3. Find the equivalent resistance as seen by the terminals ab σα Rab bo 10 Ω 3Ω C b 1Ω Μ 6Ω 12 Ω d…

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Q: 4Ω + Vs I = 6 A 6Ω R1 R2- R4 12 Ω + E 12 V E2 8. +

A: In this question we have to find out Vs ..

Q: Ia = 2.5mA, Ib = 5mA, Vc = 18V, Vd = 15V. C1 = 12µF, C2 = 18µF, C3 = 10µF, C4 = 2µF. L1 = 12mH, L2 =…

A: Before doing any calculation,its clear that the given data has a statement that the circuit is in…

Q: 1) Draw Schematic below and calculate Current I and Verify with Simulation 10052 a) I=7 + M → J=?

A: For the above question three circuit diagrams are given, with source voltage V=4.5 V. In the first…

Q: Using Source transformation find V

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Q: i2 i3 14 18 mA ( Τ 250 Ω 500 Ω 500 Ω 1 Κ

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Q: Ia = 2.5mA, Ib = 5mA, Vc = 18V, Vd = 15V. C1 = 12µF, C2 = 18µF, C3 = 10µF, C4 = 2µF. L1 = 12mH, L2 =…

A: Before doing any calculation, its clear that the given data has a statement that the circuit is in…

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).