The equation for finding the ac emitter resistance of a BJT is

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Manojponduru answered 2 years ago

Relation between the collector current gain and emitter efficiency and transport factor for bjt ??

) For a npn BJT structure. a) Name the semiconductor types, biasing types (Plot base, emitter...

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An ac circuit has a resistance of 40 Ω connected in series to an inductor of...

An ac circuit has a resistance of 40 Ω connected in series to an inductor of inductive reactance equal to 30 Ω at a frequency of 50 Hz. Find the inductance of the inductor.

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Answer the following: A. What does BJT means? and why is it called BJT? B. What...

Answer the following: A. What does BJT means? and why is it called BJT? B. What are the two types of BJT? Explain their difference and commonalities, as well as their basic operation. C. What are the three basic configurations of BJT transistor? Explain its input and output characteristics.

I'm tasked with finding the characteristic equation, eigenvalues, and bases for the eigenspaces of this matrix...

I'm tasked with finding the characteristic equation, eigenvalues, and bases for the eigenspaces of this matrix [1, -3, 3] [3,-5,3] [6,-6,4] After working on the problem, I believe the characteristic equation is (λ + 2)^2(λ-4), giving eigenvalues of -2 and 4 (please correct me if I'm wrong). However, I'm lost when finding the bases for the eigenspace because I'm not sure the eigenvectors I get are linearly independent.

Show the differential equation is not exact and by finding an appropriate integrating factor solve the...

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In class, we have studied the bisection method for finding a root of an equation. Another...

In class, we have studied the bisection method for finding a root of an equation. Another method for finding a root, Newton’s method, usually converges to a solution even faster than the bisection method, if it converges at all. Newton’s method starts with an initial guess for a root, ?0 , and then generates successive approximate roots ?1 , ?2 , …. ?i , ?i+i, …. using the iterative formula?′(?௝) Where ?’(xi) is the derivative of function ? evaluated at...

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