Exam #3 Problem Solving

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MIT 18.06SC Linear Algebra, Fall 2011
Instructor: David Shirokoff

A teaching assistant introduces problems found on the third exam.

License: Creative Commons BY-NC-SA
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Very nice presentation of three mainly used matrices in physics. Physicists should appreciate this series. Thanks.

AnupKumar-wked
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Eigenvalues of projection matrices are always 0 and/or 1.

qbtc
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amazing TA, born to be a great math lecturer

АлександрСницаренко-рд
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We can also say that P is singular matrix so one eigen value has to be 0 and the other will be 1 because trace=λ1+λ2=1

andreas_gswerve
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7:30 The matrix Q is anti-symmetric or skew-symmetric, should its lambdas be pure imaginary?

ysmashimaro
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This was damn easy exercise, considering questions already solved earlier were of good level. SVD was confusing #problem solving.

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