Find the inverse of the following matrices, if it exists, using the Gauss-Jordan inversion method. [2 1] 1. (a) A= (b) B= w c 4 10] 2. (a) C= (b) D= [2 5

Q: [2 8) Use the Gauss-Jordan method to find the inverse of the matrix A: %3D

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Q: Show that matrices A and B = are inverses of each 2 3 other.

A: See the details solution in below

Q: (b) Calculate the inverse of the following matrix: [1 2 01 4 2 1 [2 1 3]

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Q: 12 4 () (23) () (73) 1 1 1 24 24 5

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Q: Compute AB, det(A), det(B), det(AB), and det(A + B) for the following matrices. 1 0 -1 4 0 5 0 1 A =…

A: Given that :- A=50113-1101 , B=10-1401010 find AB,detA,detB,detAB,detA+B

Q: Find inverse of the following matrix ? 1 -1 1 1 1 г1 1 1 1/6 5 -1 6 Li 6 4 -1 1/6 1 1 Option 1…

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Q: 1 [2 B = L6 Given the following matrices: A =

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Q: 1. Find the inverse of the following matrices using Gauss-Jordan method. 1 1 1 (i) 4 3 -1 35 3…

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Q: Find the QR factorizations of the given matrices: [211 a. A =

A: So, Answering question a.

Q: 6. Find formulas for X, Y and Z in terms A, B and C. You may assume that the matrices are compatible…

A: Given ABC0I0XY=0IZ0Block multiplicationAI+BXBYCI0=0IZ0We can writeAI+BX=0BY=ICI=Z

Q: Q: Find the inverse (by any method you want) of the following matrix 31 1 4 3 1 3 4]

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Q: 1. Find the inverse of the matrices if they exist. (a) (b) 12 4 7 E 1 0 -2 4 4 -3 1 2 -3

A: The given problem is to find the inverse of the given matrices if exists. Firstly, we have to check…

Q: 4 1 11 A = |1 6 2 11 2.

A: A square matrix P of order n   is said to be invertible if there exist a matrix of same order  say Q…

Q: 2. Consider the following matrix A: A = -2 23 1 -1 0 0 1-4] a. What is det(A)? b. If det (A) is…

A: A=-2231-10014

Q: [2 -1 B = 1 -1] find If A = [3 0] |2 3 (а) А' B' (с) (AB)' (d) B'A'

A: Since we are given with the multiple number of question and our guideline is solve first question…

Q: For each of the following matrices, either find its inverse or say how you know it isn't invertible.…

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Q: Use the inverse matrices to find (AB)-1, (AT)-1, and (2A)-¹. 1-2 ----C -1 A-¹ = B-1 -2 5 (a) (AB)-¹…

A: To find:  and .

Q: true or false prove your answer If (an) is Cauchy and p is a number such that for infinitely many…

A: Given that              an is a Cauchy sequence and p is a number such that for infinitely many…

Q: Q.No.1: a. Find the inverse of following matrix. 3.

A: the given matrix is: 2003-40011 we have to find the inverse of the given matrix.

Q: Compute AB, det(A), det(B), det(AB), and det(A + B) for the following matrices. A = AB = det(A) det…

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Q: 2.6 Find the inverse of the following matrices. A. 123 В. | -| 3 3 -2 C. Use the found in A. to…

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Q: Q5: Write the following as a product of elementary matrices. 8 00 1 1 -2 (а) |0 -3 1 0] 0 2 0 5 0 20…

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Q: Use the inverse matrices to find (AB)¯¹, (A7)¯¹, and (24)¯¹. 1 1 1 2 2 1 3 1 244 A-1 = (a) -2 1 3 2…

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