The 3-dimensional 40 matrix S = 20 28 12 kpsi. L-18 12 14 state of stress at a point in a mechanical part is given by the 20-187 • Find the principal normal stresses (eigenvalues) in kpsi. Use the roots() function in MATLAB. • Find the principal directions (unit eigenvectors).

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A: The solution is given as

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Q: The 3-dimensional state of stress at a point in a mechanical part is given by the 40 20 -181 20 28…

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Q: the matrix -2 -3

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A: A matrix A is diagonalizable if there exists an invertible matrix P such that A=PDP-1 .

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