A. B. C. D. E. 0.6667 0.2857 0.4665 1-30 01 2.2500 -0.3333 -0.4286 -0.5274 -1 5 0 -1.7500 -0.6667 -0.8571 -0.7101 0 3 5 5] 0.0000 0.6667 0.2857 -0.3333 -0.4286 -0.6667 -0.3271 0.6667 0.2857 -0.3333 -0.4286 -0.6667 -0.8571 0.6667 0.2857 -0.3333 -0.4286 -0.6667 -0.8571 0.1237 0.2857 -0.8970 -0.4286 -0.6667 -0.8571 01 2.2500 0.7562 1-30 -0.5274 0 5 0 -0.7101] 0 05] 1.2000 11 -1.7500 0.4665 1-30 01 2.2500 -0.5274 0 5 0 -0.71010 05] 0.0000 911 -1.7500 0.7562 1-3 1 41 2.2500 -0.5274 0 5 0 -1.7500 -0.7101 0 0 50.12000 3.0000 2.4749 -5.8036 3.0000 2.4749 -5.8036 3.0000 2.4749 -5.8036 3.0000 2.4749 -5.8036 0.7665 1-3 0 01 2.2500 3.0000 -0.5274 0 5 0 -1.7500 2.4749 -0.7101 0 0 50.2365 -5.8036 -0.75001 -2.9874 2.9018 -0.7500 -2.9874 2.9018 -0.7500 -2.9874 2.9018 -0.7500 -2.9874 2.9018 -0.75001 -2.9874 2.9018

Q: use some form of technology to show that the given matrix is nondefective

A: Given : A=ababababa To Show : A is non-defective.

Q: give an example of a matric whose inverse is the same matrix.

A: To find: an example of a matrix whose inverse is the same matrix.

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A: By definition , nullspace of a matrix A is the collection of all vectors x such that Ax=0 Given…

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A: The product of elementary matrices need not be an elementary matrix. Recall that any invertible…

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A:

Q: t matrix B= 5-21 4-2 what is The 2. 3. 1-12 -12 reduced Yow echelon form of 6 B.

A:

Q: Provide an example of an elementary matrix for each of the three types of row operations and clearly…

A: The three types of elementary row operations on a matrix : (1) Interchange two rows (2) Multiply…

Q: -1 1 1 -2. -2 8. -8

A:

Q: 5 0 0 0 A = 1 4 -3 -1 -2 0 -3

A: A IS DIAGONALIZABLE.

Q: Diagonalize the following 3x3 matrix. [ {3,3,3},{3,3,3},{3,3,3}]

A:

Q: Find the Inverse of Matrix A 6) -3 20 11 A = -6 15 32 3 -12 -19 A = %3D

A: Given A=-32011-615323-12-19

Q: -5 4] -5 2 1 ||

A:

Q: Write down the (1,2) minor of the matrix 1 -1 3 -1 1 01 45

A: Given A=1-11-101345

Q: Compute the adjugate of the following matrix: -7 3 -6 0 0 0 0 0 0 0 0 0 adj -7 0 -2 %3D | 2 -8 4

A:

Q: How do you know whether a matrix is invertible?

A:

Q: Q5) Check whether the following matrix is diagonalizable or not. 7 -3 A = -9 -2 3 18 -8,

A:

Q: (-1 7 -5 7. Let A = -4 11 -6). Diagonalize A if possible or explain why the matrix A is not -4 8 -3.…

A:

Q: If a matrix A is such that, 3A³ + 2A² + 5A + I = 0 then its inverse is?

A:

Q: can you put the answer in matrix form

A:

Q: Let B be a 5 x 5 matrix such that each row of B contains every number from the following list…

A:

Q: Give an example of a 3 × 3 matrix with real inputs that is not similar to a matrix diagonal

A: A matrix is said to be a diagonalisable  if it is similar to a diagonal matrix. Therefore we need to…

Q: If A is n x n matrix, invertible, and B is n × n. Then Col(BA) =Col(B) O True O False

A:

Q: Find the inverse matrix of [2 1 -1

A:

Q: Find a non-zero 2 x 2 matrix such that -5-2 6 15 -[88]- =

A: We have to find a non zero matrix such that the given rfelation satisfies.

Q: 2 1 2 A = = | 3 -2 4 -3 -5]

A: