query: How to solve the following problem in Linear Algebra?
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positive_passages.text: Diagonalisation and characteristic polynomial
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negative_passages.text: Understanding iterative methods for solving $Ax=b$ and why they are iterative
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negative_passages.text: Linear optimization problem.
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negative_passages.text: Solving for $A$ in $Ax = b$
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negative_passages.text: Is there a unique solution for this quadratic matrix equation?
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negative_passages.text: a linear algebra multiple choice problem
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negative_passages.text: Three linked question on non-negative definite matrices.
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negative_passages.text: Algebra - Solving for three unknowns.
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negative_passages.text: Problem involving many squares and several variables.
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negative_passages.text: Inverse of the sum of matrices
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negative_passages.text: Solve a linear system with more variables than equations
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negative_passages.text: How can I apply Newton's sums to solve this problem?
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negative_passages.text: Finding an unknown linear transformation given that $T(1,1)=(1,0,2)$ and $T(2,3) = (1,-1,4)$
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negative_passages.text: How to solve matrix equation $AX+XB=C$ for $X$
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negative_passages.text: Problem with Singular Value Decomposition
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negative_passages.text: system of matrix equations