[1_0 3 A = 1 -2 L3 -2 1 O A³ – 3A² – 10A + 121 = 0 O A³ – 10A² + 2A – 121 = 0 A³ + 12A² – 2A – 101 = 0 A3 – 10A? + 12A – 101 = 0

Q: T 1 0 +2 0 2 3. Find the matrix A if : 3 1

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A: Given : .

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A: To find out the value of x , we first find the adjoint of the given matrix. Then using the given…

Q: . Given the matrix A 2 4 find the matrix 41 − 4A − A² + A³ - 4 −3 – 1 1 1 - 2 4

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Q: 2. Solve the following matrix equation for x, y,z,and u. 글] [v+ 2 [x-1 3 7-5u y+3 4z = 3 1 4 12 8

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Q: 3 Given the matrix A = find A³. 4

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Q: .

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A: Correct answers are:  a, b, c, e, f.

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A: We have to solve the problem

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A: As Per Bartleby Answering Guidelines We Solve Only First One Problem

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A: Given that A and B are square matrices of order 3 such that detA=-2 and detB=1. We have to find the…

Q: Find the matrix A of T so that T ([]) = A[]₁

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Q: [1 0 2] 1 2 is diagonalizable. Justify your answer. 0 0 0 9. Determine if the matrix A = 1

A: If minimal polynomial having a repeated roots then that matrix is not diagonalzible.

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Q: 5 a 1 28 6 2 Find all a and 3 > 0 so that the matrix B = is 2 a diagonally dominant;

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Q: pls answer within 30 minutes

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A: We will use condition for matrix to be diagonalizable

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Q: (4) Given matrix A = ( ), and that h(T) = T² – 2T – 7, find h(T).

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A: Topic- multiplication of matrices we are given 5534=11133035