Question 1: Consider the following matrices. A- Find the inverse of A (i.e., A¹), B- Multiply matrix A by its inverse and check on Octave. What do you call the result matrix? C- Find the transpose of matrix A. D- Multiply the scalar 3 by A Consider the matrices B and C below: B= 2 4 1 -27 0 25 1 3/ C = -1 2 1 223 2 1 3 A- Multiply matrix B by C using matrix multiplication. B- Multiply matrix B by C using scalar multiplication. C- Find 3B and 2C. Check on Octave.

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A: If matrix A is a 2X3 matrix, it can be multiplied by matrix B to obtain AB only if matrix B has:A. 2…

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A: Given: Matrix

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A: Find Your Answer Below

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A: I give the code along with output and code screenshot

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A: As per our guidelines, we are supposed to answer Code: % 1A=[2 4 -5 3;3 5 -2 6;1 -2 4 -2;3 5 -3…

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Q: c) Apply permutation OI AES on thne following matrix. F2 11 7. 10 D3 4 3 12 A4 B6 10 14 E4 2 B2 E5

A: ANSWER:-

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A:

Q: 17. Let A and B be two n × n matrices. Show that a) (A + B)^t = A^t + B^t . b) (AB)^t = B^t A^t .…

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Q: MATLAB

A: H = [0 4 2; 6 20 1; 3 2 0];J = [1 6 3; 4 2 2; 2 1 0]; V=H+J X=H*J Y=H.*J

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Q: H.W:- Find the deteminant for the following matrices: 2 3 5. B =0 -2 answer: [B| = -20 -21

A: Here is the detailed explanation of the solution