Errata (corrected at the indicated time in the above texts):
- April 29, 1 PM, 2010: Exam 1, Problem 5: [2,1,4] instead of [1,2,4], Problem 8, w2=[1,1,2]/sqrt(6) Problem 10a term missing.
Thanks to Mishal Rahman for the corrections.
- May 1, 8 AM, 2010: Exam 1: Problem 10 c). "t"s missing in the solution. Thanks to Willie Yao for the correction.
- May 1, 2 PM, 2010: Exam 1: Problem 5). IN the formula for the least square solution, an additional A has slipped in. The
actual solution does not use it. Thanks to Han Yan for pointing this out.
- May 2, 2 PM, 2010, Exam 3, Problem 8), Second column last entry of S is zero. Thanks to Riju Agrawal for the correction
- May 2, 6 PM, 2010, Exam 1, TF Problem 4. f(x)=x should be changed to f(x)=x2 in order to have a counter example.
Thanks to Matthias Wickenburg.
- May 3, 7 AM, 2010, Exam 1, TF Problem 13 bad explanation. Could use T(2 I)) = 2 T(I) is not true.
Thanks to Phillip Yao
- May 3, 10 PM, 2010, Exam 5, Problem 13, signs under the square root
should all be positive. Thanks to Riju Agrawal.
- May 5, 7 AM, 2010, Exam 4, Problem 8, eigenvalues and eigenvectors mismatch. Final result is ok. Thanks to
Sarvagna Patel
- May 5, 7 AM, 2010, Exam 6, Problem 14, a cosh should have been cos. Thanks to Lee Seligman and Pim Valantagul.
- May 5, 11 AM, 2010, Exam 3, Problem 3e) a minus sign in the coefficient of w1. Thanks to Christine Shrock.
- May 5, 11:50 PM, 2010, Exam 4, Problem TF18. The matrix should have a -1
in the upper right corner. Thanks to Arjun Nandkishore.
- May 6, 6 PM, 2010, Exam 1, Problem 13, one Sin(ny) should have been sin(my). Thanks to Talya Fox
- May 6, 9 PM, 2010, Exam 1, Problem 10c) a t missing in a cos term. Thanks to Rekha Auguste-Nelson
- May 6, 9 PM, 2010, Exam 1, Problem 12a) signs missing in simplification of Fourier exponents. Thanks to Riju Agrawal.
- May 7, 8 AM, 2010, Exam 2, TF 17, we have to assume that the diagonal entries are positive. Thanks to Lee Seligman.
- May 7, 12 AM, 2010, Exam 6, Problem 2c, The eigenvalues are -4,1. Thanks to Riju Agrawal.
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