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LFM Pure
Invariant lines and eigenvalues and vectors
grandes-ecoles 2016 QI.A.4
grandes-ecoles 2016 QI.A.4
grandes-ecoles
· France
· centrale-maths2__pc
Invariant lines and eigenvalues and vectors
Compute eigenvalues of a given matrix
☆
Specify the set of eigenvalues of $\tau$. Is the application $\tau$ diagonalizable?
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Specify the set of eigenvalues of $\tau$. Is the application $\tau$ diagonalizable?
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Paper Questions
QI.A.1
QI.A.2
QI.A.3
QI.A.4
QI.A.5
QI.A.6
QI.A.7
QI.A.8
QI.A.9
QI.B.1
QI.B.2
QI.B.3
QI.B.4
QI.B.5
QI.B.6
QI.B.7
QII.A.1
QII.A.2
QII.A.3
QII.B.1
QII.B.2
QII.B.3
QII.B.4
QII.C
QIII.A.1
QIII.A.2
QIII.A.3
QIII.A.4
QIII.A.5
QIII.B.1
QIII.B.2
QIII.B.3
QIII.C.1
QIII.C.2
QIII.C.3
QIII.C.4
QIII.C.5
QIV.A.1
QIV.A.2
QIV.A.3
QIV.A.4
QIV.B.1
QIV.B.2
QIV.B.3
QIV.C.1
QIV.C.2
QIV.C.3