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State & explain De-Morgan’s first theorem.
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State the working principle and operation of automatic power factor controller used in transmission & distribution system.

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State the relationship between line voltage & phase voltage and line current & phase current in a 3-phase star connected system.

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State the relationship between line voltage & phase voltage and line current & phase current in a 3-phase delta connected system.

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What are the limitations of Thevenin's theorem & superposition theorem?
Answer : Both **Thevenin's Theorem** and **Superposition Theorem** are powerful tools used to simplify complex electrical circuits. However, like all methods, they come with certain limitations. ### 1. * ... Both methods are really useful, but they need to be used with an understanding of their limitations!...

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Explain full adder with its logic diagram & truth table.

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Draw & explain torque slip characteristics of permanent magnet synchronous motor.

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What is the de Broglie theorem?
Answer : The de Broglie theorem, also known as **de Broglie's hypothesis**, is a fundamental idea in quantum mechanics proposed by Louis de Broglie in 1924. It suggests that **every moving particle* ... quantum theory and led to a deeper understanding of particle behavior at the atomic and subatomic levels....

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What is the first Helmholtz theorem?
Answer : The first Helmholtz theorem is a fundamental result in vector calculus and is used to describe how vector fields can be uniquely determined based on their divergence and curl. It essentially states that: ... operator, and the field \(\mathbf{F}\) is described by the divergence and curl components....

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Explain the concept of de-embedding in network analysis.

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What is the state and prove Gauss's divergence theorem?

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What is the state of the binomial theorem?
Answer : The **binomial theorem** is a fundamental result in algebra that provides a way to expand expressions that are raised to a power, specifically expressions of the form \((a + b)^n\), where ... . It plays a crucial role in many areas of mathematics, especially in algebra, calculus, and combinatorics....

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