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MATLAB Problems |
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1) |
Let E be the reduced-row echelon form of the matrix A where
Then
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2) |
Let |
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3) |
Let |
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4) |
Let : (how many negative eigenvalues)
Then the matrix K has ------- negative eigenvalues. |
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5) |
Find the characteristic equation of the matrix K then compute:
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6) |
Let:
Determine whether or not the matrix G is diagonalizable
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7) |
Solve the IVP:
Then find the value the solution at x=1. y(1)=????
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8) |
Solve the following linear system of differential equations:
Then find: x(2) = ?????
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