A = 1 15 -2 3 matrix P and a diagonal matrix - D = PDP-1

Q: Find a 2x2 matrix X that satisfies the matrix equation 45 X + 4 6 3 4 X. 1 2 23 x-[] -3 3 X= -1 3 A…

A: Given- 4545x+1023=3412x To Find- 2×2 matrix x such that it satisfies the above condition.

Q: Find matrices that reduce the matrix Seguence of elementary to row echelon form: A= 1 3 2 41

A: The given matrix is                                   A=113241

Q: [2 2 21 1-Extract the matrix a=|4 4 4|

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Q: Find an SVD of the matrix. -6 5 A = 0 6

A: We have to general eigenvalue and eigenvectors to find Singular Value Decomposition of matrix A We…

Q: The multiplication of two non-zero matrices could be a zero matrix. O True False

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Q: Diagonalize the matrix 1 0 -1 A = -2 3 -1 -2 0 2 In other words, you need to find a diagonal matrix…

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Q: Find the rank of the matrix 2. 1. 4 -2 3 3 -7 3.

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Q: Find the detemination of matrix:- B 1 2

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Q: 4 Fill in each matrix for diagonalization of the matrix A = -3 3 1 A = PDP-1 Ex: 5 1 2

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Q: 3. Diagonalize the matrix A = 1 -3 3 3 3 -5 -3 3 1 if possible.

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Q: 1 What value of x satisfies the matrix equation -2

A: Number of Multiple questions as per our company guidelines we are supposed to answer only first…

Q: Demonstrate that A A-1 = A-1 A = I

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Q: Compute the indicated power of the Matrix A = -3 5

A: We have to find the matrix A=-46-359.

Q: B- Find the matrix A :- 3. A + -5 4 1. -1 3.

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Q: 2. Analyze first the given matrix and identify the most appropriate tool to use and why. -1 2 4 3 2…

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Q: Determine the dimension of the matrix. -3 7 15 0 5 0 3 3 4 1 67

A: It is required to find the dimensions of the given matrices.

Q: 9. 3 1 2 Transpose the matrix -2 -1 2 -1

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Q: Find the rank of the matrix 3. 5 9 -3 5 -11-5 -3.

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Q: 2 -3 For matrix A = -2A? will be %3D -1 4

A: See the attachment.

Q: Find a matrix B in reduced row echelon form that is rowequivalent to A, using elementary matrices.

A: Given- 2-40013006 To find- Find a matrix B in reduced row echelon form that is row equivalent to A,…

Q: (b) Find the LU factorization of the matrix: 1 -1 A= 3 -4 -2 | 2 -3 -2

A: The given matrix is                                A=1-1-13-4-22-3-2 We have to find the LU…

Q: find an LU factorization of the given matrix.

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Q: Find the rank of the matrix: 321 3 43 -1 2 2

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Q: Find A of the matrix 1- A = 2. -4 2. 1.

A: The inverse of the matrix A of order n is defined as a matrix B of order n such that AB=BA=I, where…

Q: Consider matrix A. -3 5 2 A = 8 -1 3 What matrix results from -8·A?

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Q: Find a two-by-two matrix such that: -9 5 1 0 3 5 0 1

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Q: Determine the size of the matrix. %23 2 -1 -1 1 -6 2 0 1

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Q: If |A |= 4 and A is an 3x 3 matrix. What is | 3B?A² | ? B is a matrix resulted by multiply the…

A: Solution : Given that A = 4 and A is 3×3 matrix.                  We need to find 3B2A-2       Also…

Q: (4) Let A be a 3x3 matrix. If |4|= 2 , then |3.4|=,

A: Given that A be a 3*3 matrix and |A|=2. To find the value of |3A|

Q: Determine the size of the matrix. 1 -4 -1 0 5

A: Introduction :Given , we have asked to find the size of this matrix

Q: +2 17 8 -4.5]

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Q: Find A. -1 (4A)-1 ; -4 2 A =

A: Let the given matrix be B. 4A-1=-11-42=B4A-1=B4A=B-1A=14B-1 Find the inverse of matrix B as follows.…

Q: Diagonalize the matrix 1 0 -1 A = -2 3 -1 -2 0 2 In other words, you need to find a diagonal matrix…

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Q: Determine the matrix A x 1, if A=(13) and 1=(9)=

A: Given A=-1043,     I=1001   To determine: the matrix A×I

Q: If matrix multiplied by s equal to zero, then matrix C-4 D o

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Q: If A = [1 2 3] , which type of the given matrix B?a) Unit matrixb) Row matrixc) Column matrixd)…

A: The given matrix is,

Q: 6. Fill in each matrix for diagonalization of the matrix A : 2 -10 | -3 5 2 1 A = PDP-1 Ex: 5 1 -2

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Q: 6. Find the inverse of the matrix if it exists by using elementary row operation, 2 4 1 -1 1 -1 4

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Q: B: find A of the matrix 2 1 3 3 2 -1 -4 3 -1

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Q: If a 4x7 matrix A has rank 2, find nullity A, rank A, and rank A. nullity A =| rank A = rank AT

A: The given question has been solved in step 2.

Q: State the dimension of the matrix.

A: The dimension of a matrix is the number of rows by the number of columns. For example is a matrix A…

Q: FIND THE SIZE OF THE MATRIX 2. 4 - 2

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Q: Find the matrix A if 2 1 A = 4 2 %3D -1 3 1 3 B3: A =

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Q: What is BA if 3 Matrix A = 0 -4 -2 5 -1 6 2 -1] [2 and Matrix B= 3 [1 -1 -5 4 0 2 -2]

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Q: Diagonalize the matrix -5 -2 A = 3 [ by writing it as A = PDP-1

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Q: State the dimension of the matrix. 19. -9 5 6 0 0 2 14 5

A: Since you have asked multiple questions in single request  so we  will be answering only first…

Q: you have the matrix 30 1 A = |-1 2 0 3 1 2 Very specific inverted?

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Q: Consider matrix A. -3 52 A= 8. -1 3 What matrix results from -8-A?

A: Given that: A=-3528-13

Q: Consider the matrix. -3 5 C = %3D -2 4 What is the value of ? |C|- %3D

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