5 A= 2. - 88 -30 -3 a) Find the determinant, ranx, trans position and the given matrix, respectively. inverse of b) Find the eigenvalues and eigenvectors of this matrix

Q: 71, – 212 – 313 = 8 → Eq. 1 -21, + 712 – 313 = 8 → Eq. 2 -4 - 12 + 313 = 0 → Eq. 3 Answer: I =…

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Q: If the rectangular form of a complex number is A+ jB, where A and B are positive, what is the polar…

A: we need to covert given rectangular complex number into polar complex number.

Q: Q5: Consider the array A: 2 3 A =-8 -1 (-7 5 -4 8. 9. 3 Write MATLAB program that computes the sum…

A: clc;clear;close all;A=[3 5 -4 2;-8 -1 8 -3;-7 9 9 4]Sum_of_matrix_A=sum(A)

Q: 5. Given vectors C-12i - 18j -32k D- 57 8k, E-3i + gk: What is the magnitude of C-D-E? Select one Oa…

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A: In this question, we need to determine the frequency and time period of the given signal.

Q: 1) jilo 12 6

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A: To solve this question we use RH criteria.

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Q: -fund the current

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Q: 50 SL 20SL %3D O 60 Find Vottay in CI and c리 an Ener Jy and Cz on Ci

A: The solution is given below

Q: The vectors A= 3ax -2ay + 5az B=4ax -6 ay + 2az, C=4ax- 6ay-9az the result of C.(A-B) * ,is -55 -69…

A: Subtract vector B from A and use dot product between resultant vector and vector C to get C.(A-B).

Q: 37.) Using Cramer's rule, solve for the value of the determinant, D. B 13 12 N 12 V 12 18 V E

A: The solution is given below.

Q: Simplify using karnaugh map F= XY' + YZ + X'Z'

A: According to the question we have to find the simplified form using K map.

Q: Write a function using the block diagram shown below: X у x' N D f

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Q: Map the following SOP expression on a Karnaugh Map: B'C'+AB'+ABC'+AB'CD'+A'B'C'D+AB'CD

A: K-Map

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A: As per guidelines we are supposed to solve only one question,if multiple questions are asked by the…

Q: Hey please help me to find Zin in rectangular form

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Q: Given the complex number A =10253.13°, calculate A". A+ A", and A-A".

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Q: Q6/ Is the following function analytic? (Express your answer in polar fom) y-ix +y S(Z)

A: Given data : f(Z)=y-ixx2+y2 It can be written as :…

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Q: Where did we get the 0.6 value and the 0.25 in sin and tangent part? thanks

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Q: What will be the crisp product of the two following vectors: A=3i+4j-5kB=-i+j-2k

A: Let any two vectors P and Q are defined in the rectangular Cartesian coordinate system in the…

Q: A=10100 and B=11100 using 1's complement A-B is

A: The givne two number in binary  A= 10100 B= 11100 Find the value of A-B using 1's complement.

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Q: if A=100101 and B=100111 C=10001 find * F=A+B+C

A: Given that  Binary values as follows A= 100101 B= 100111 C= 10001 Binary Addition of A,B,C is A+B+C…

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A: Nodal analysis

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A: given expression

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Q: Given the first column for the Routh stability analysis how many poles are in the RHP? first column…

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Q: Given matrix the following matrix C= (²3²) 6 Calculate the determinant Select one: O a. p = 2 O b. p…

A: Given, Matrix C=2-263

Q: Question (C) is incorrect the answer must be (488.99-73.3496j) because we take parallel combination…

A: here we have to solve the part c again   we know that when two impedances  Z1 , Z2  are in parallel…

Q: X= (A + B)(C+ D)

A: Logic gates are used to implement the Digital circuits. Nowadays all the Microcontroller and…

Q: For the circuit shown below if I, 14.9Z-63.44 A || Find 1.P,Q, S, PF, for each branch 2. P7Q,ST,PF,…

A: Disclaimer:  Since you have asked multipart questions, we will solve the first three subpart for…

Q: Determine the number of roots with positive real part for a system with the characteristic equation…

A: To solve the question we use RH criteria.

Q: The swept area of a wind turbine is 485 m. The diameter of the rotor is, Select one: O a. 617.02 cm…

A: The swept area of wind turbine refers to the area of the circle created by the blades when they…

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A: Inverse Laplace: It is a mathematical tool. Laplace inverse converts the s-domain transfer function…

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A:

Superposition Theorem

The superposition theorem is applied to linear systems. For such systems, the output from two different inputs equals the sum of the outputs from each input separately. On applying this theorem many times we get the output from any number of inputs equal to the sum of the outputs from the individual inputs separately.