LineareAlgebra.Aufgaben08 History

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December 07, 2012, at 08:48 AM by 79.221.82.123 -
Changed lines 10-11 from:

C=\pmatrix{-1 & 4 & 4\cr 1 & 0 & 0\cr 0 & 1 & 0}\qquad D=\frac{1}{10}\pmatrix{19 & -2 & -4\cr -3 & -14 & -12\cr -2 & -4 & 12}\qquad

to:

M=\pmatrix{-1 & 4 & 4\cr 1 & 0 & 0\cr 0 & 1 & 0}\qquad N=\frac{1}{10}\pmatrix{19 & -2 & -4\cr -3 & -14 & -12\cr -2 & -4 & 12}\qquad

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December 07, 2012, at 08:23 AM by 79.221.82.123 -
Added lines 10-11:

C=\pmatrix{-1 & 4 & 4\cr 1 & 0 & 0\cr 0 & 1 & 0}\qquad D=\frac{1}{10}\pmatrix{19 & -2 & -4\cr -3 & -14 & -12\cr -2 & -4 & 12}\qquad

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February 08, 2011, at 12:36 PM by 79.219.114.198 -
Changed lines 8-9 from:

A=\pmatrix{-\frac{1}{13} & \frac{20}{13}\cr \frac{50}{13} & \frac{14}{13}}

to:

A=\pmatrix{-\frac{1}{13} & \frac{20}{13}\cr \frac{50}{13} & \frac{14}{13}}\qquad B=\pmatrix{-\frac{19}{6} & \frac{11}{3}\cr \frac{11}{6} & -\frac{4}{3}}\qquad

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February 08, 2011, at 12:33 PM by 79.219.114.198 -
Added lines 1-9:

<< Aufgaben08 >>?

Rechnen mit Matrizen III

Aufgabe 1 Gegeben sind folgende Matrizen. Bestimme Eigenwerte und Eigenvektoren. $$ A=\pmatrix{-\frac{1}{13} & \frac{20}{13}\cr \frac{50}{13} & \frac{14}{13}} $$

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