4.- Eigenvalues and Eigenvectors. Calculate the characteristic polynomius, the Eigenvalues, each one of the Eigenspaces and provide the dimension and a base for each one of the Eigenspaces -(CU6 + 2)...

The CU values
CU1=1
CU2=3
CU3=3
CU4=3
CU5=6
CU6=3

4.- Eigenvalues and Eigenvectors.<br>Calculate the characteristic polynomius, the Eigenvalues, each one of the Eigenspaces and<br>provide the dimension and a base for each one of the Eigenspaces<br>-(CU6 + 2)<br>5<br>2)<br>-(CU6 + 2)<br>3<br>A =<br>-2 1<br>0 1<br>

Extracted text: 4.- Eigenvalues and Eigenvectors. Calculate the characteristic polynomius, the Eigenvalues, each one of the Eigenspaces and provide the dimension and a base for each one of the Eigenspaces -(CU6 + 2) 5 2) -(CU6 + 2) 3 A = -2 1 0 1

Jun 04, 2022

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4.- Eigenvalues and Eigenvectors. Calculate the characteristic polynomius, the Eigenvalues, each one of the Eigenspaces and provide the dimension and a base for each one of the Eigenspaces -(CU6 + 2)...

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