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

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

A:

Q: A is a 5x6 matrix, the range of transformation x->Ax must be IR^5. Is this true or False?

A: The answer is False.

Q: Consider the given matrix A 4 -1 -2 5. 14 A= 9. -1 2.

A: Given matrix is A=4-1-22514-49-1. To evaluate the cofactor C23 of the given matrix. Solution:…

Q: 5. Find the rank and also the numerical rank of the matrix 1 1 .000a 0.000a where a is the last…

A: To find the rank and numerical of the matrix: 11.0007000.0007

Q: Determine the rank of the matrix. [10-4 0 4] 01-3 0 4 00 ΟΙΙ 0 0 0 0 0 05 02

A:

Q: (A) IF A = [2 6 -3 - 6 and B- 3 -9 4 (A.B) null matrix.

A:

Q: Q2: You have the matrix 2 3 1 4 A = 4 3 5 2 1 4 3 1 How can we get the transpose of matrix A ?

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Q: Find column rank, nullity, and the nullspace of the matrix 1 2 1 2 5 1 1 0. 3 7 2 2 -2 4 9 3-1 4

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Q: [1 2 0] 3. If is A =3 4 0 create a matrix B whose entries are three times the difference of an…

A: Since I have solved similar ones, Let us find the matrix B and and it's determinant using built in…

Q: Q5: (A) If the matrix A = [3 5 7; 10 11 12; 2 4 6; 13 14 15], find (5 only) ( 1. A([23],[21]) 2. A…

A:

Q: find an LU factorization of the given matrix.

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Q: 10 - 2 -5- -2 2 3. ST 3.

A:

Q: Let the matrix A be given by -11 1. -5 0 2. -1 3

A: Given matrix is 10-11 21-50 1-100 0003 To find:  Minor M11 Cofactor C11

Q: Q1 (d): Find the rank of the matrix A. 1 0 5 0 1 -2 2 -2 -1 1 -6 3 -2 12 2 -3 0 2

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

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Q: (5 4 1) 1. For the matrix A= 0 0 3, state 9 8 6

A:

Q: If A-1 =
2 71 3, what is the matrix A?

A: Its given that: We need to find the original matrix A.

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

A:

Q: - 7 12 - 14 9A = 1,3,4 12 - 18 13

A: We are given matrix A and eigen vectors 1,3 and 4. Then step1. Find eigen vector corresponding to…

Q: Find the transpose of the matrix. 4 5. D = -2 -1 -3

A: The transpose of a matrix can be  found by interchanging its rows into columns or columns into rows.…

Q: [30 If A= 2 0 LO 1 2 −2], find adjoin matrix 1

A:

Q: Express the matrix as a product of elementary matrices 2 2 07 [1 A = |0 L3 1 1 3 8 7 ]

A:

Q: Solve the matrix equation for x -2 1 4 3 2 -1 -1 X = | 6 7 8 9. %3D 1 1 -4 1 3 7 9.

A:

Q: 2 5 31 5. Write X = |-3 6 0 as the sum of a skew symmetric and a symmetric 4 1 matrix.

A: Given X=253-360411 Let us find the transpose of the matrix, XT=2-34561301 X+XT=253-360411+2-34561301…

Q: Find the elementary matrix E₁ such that E₁A = B where A = 8 9 1 7 -17 −1 18 1 10 and B = 18 7 8 1…

A:

Q: Given the matrix below, find AB. 21 0 and B = 0 [7 -2] [-1 A = 4 3 1. 11 3 Choose your answer here.…

A: A=-125031 and B=7-20413

Q: Consider the matrix below A= 3 -2 4 0 -6 7 a 1 2 -2 1 -3 -4 3 1 2 Find the minor and cofactor of a

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Q: Find the rank of the following matrix: 1 1 2 1 1-a 2 2 2-а 6—а 4

A: we have to find the rank

Q: '5 7 6. 4 1. Find the rank of the matrix 03 01 04 00 O 2 3. 328

A:

Q: What is the matrix corresponding to 2x – 4r122+ r + 2 + 6x1T3? Select one: 2 4 O A. -4 1 3. 2 4 6 O…

A: Here we will find the corresponding matrix for the given expression,

Q: A B А - R B Matrix becomes C D с D-R

A:

Q: Q3. Diagonalise the matrix [A]. 4 33 [A] = 3 6 1 3 1 6

A:

Q: Consider the following matrix: 3 4 A 1 2 -1 b -3 1 If rank(A) = 2, a + b =?

A:

Q: Consider matrix A. -3 5 2 A = 8 -1 3 |

A: A=-3528-13To find the elementary row operation -3R1+4R2

Q: 2. Find the rank of the matrix 1 3 4 5 8 9. 10 11 12 13 14 15 16

A:

Q: Find the matrix X, such that XDC - 2XC — ХС? + С satisfies. 3 4 4 6 6 5 C = 1 2 1 D = 1 3 -2 4 -2 -4…

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Q: Solve the matrix equation for x -2 1 4 3 2 1 -1 -1| X = 6. 7 8. 9. 1 1 -4 1 3 7 9.

A: The solution is given in the next steps.

Q: Find the sum of Matrix A and B: [2 5 81 A 1 2 4 [3 2 8 Find AB A-] - [₁3] 1 8 [58 7 B = 4 2 2 [124]…

A:

Q: Q2: If you have the following matrix 0.29 0.45 0.33 M= -0.29 0.46 0.41 -0.47 0.42

A: Solution

Q: (9) If 2 0 0 1 3 A-'B-1 and A = 2 -1 evaluate the matrix B.

A:

Q: What is the matrix X if  3 1 -1 2 X= 3 4 1 2

A: In the given equation, the matrices can be represented by A and B and written as,

Q: -2r If A = -3 is a singular matrix, then r= ±4 O ±4 O plus-or-minus 5

A:

Q: Find column rank, nullity, and the nullspace of the matrix 1 2 1 0 2 5 1 3 7 2 1 2 -2 4 9 3 -1 4 |

A: The nullity of a matrix A is the dimension of its null space: nullity(A) = dim(N(A)). It is easier…

Q: -2 ky For the matrix A 2 if JA| = 0, what is the value of k? 3/

A: C.   -3 D.    Both B and C

Q: 1 Find the condition number of matrix -2 -3 4

A:

Q: (A) IF A 2 1 -3 %3D and B= -6 16 3 -9 is (A.B) null matrix. 4

A: I am solving question1  for question 2 repost.

Q: 3) For the matrix [2 1 -1 0 이 2 3 1 -1 4 3

A: The determinant of the matrix can be calculated by expanding along a row or by a column. The best…

Q: 3. Find the inverse of the matrix A = 1 0 -2 2 4] 1 3 2, if it exists. 5

A:

Q: State True or False: If for a square matrix A and B, null matrix O, AB =O implies BA=O: * False True

A: Given that A and B are square matrices O is a null matrix. Is it true if AB=O implies BA=O

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

A: Given that: A=-3528-13