Solve for thevenin equivalent using superpostion. DO NOT USE NODAL ANALYSIS IN YOUR SOLUTION. ONLY USE SUPER POSITION

Q: find equivalent Impedance, I=? -jian 75 802 Is loft AM www 50L0° عمل m -j5n C Jlos 762

A: Series combination of impedance is: Z=Z1+Z2 Parallel combination of impedance is: Z=Z1×Z2Z1+Z2

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Q: Q2:Use thevenins theorm to find the load current for the circut shown. ok 1ok 75KA

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Q: Find equivalent resistance and current in R10   URGENTTTTTTTTTT

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Q: Use Nodal Analysis Find the 15.0 M 30c35 tv current i in the circuit below 2H jj, 44i 30.5H 1 F

A: given here a circuit and asked to find the value of i in the given circuit by using nodal analysis.

Q: 9.) Given the Star Connection, convert into equivalent Delta Connection and solve for resistance…

A: Resistors, inductors and capacitors form an integral part of any electrical circuit. A source,…

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A: Node voltage and Voltage and current across R4 is determined as shown below

Q: For the above circuit, select ALL the extraordinary nodes that are part of a supernode. If there are…

A: When a voltage source is connected between two nodes then the nodes is known as super node .

Q: For the circuit in the figure find VX a) By any method b) Check using thevenin

A: According to question: a) KVL: Applying KVL in loop [bcdeb], this will give ∵Vx+4I+Vx14-100=0&…

Q: +Vx- RL 12V +,

A: First we will find out thevenin equivalent resistance and thevenin equivalent voltage then we will…

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Q: applying Kirchhoff's laws

A: The answer to the above problem is in the next step.

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A: The point related to the superposition theorem: To apply superposition,  it is essential that if…

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Q: R1 A ·R2 R3 1kO 33kQ + XMM1 R4 47KQ B

A: Given, Rth: Thevenins resistance It is the equivalent resistance when all independent sources are…

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A: Circuit is given as,

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A: To solve the above problem, we will use Ohm's law and Kirchhoff's law. Ohm's law states that the…

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Q: +50 1 • R1 M 5100 2400 + • R2 M 5100 R4 小 w 2400 12+ 子

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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).