Exams


 

Exams grades

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Max points: M1 - 100, M2 - 100,
    ID     M1     M2         %
xxx223H 99 94 96
xxx8026O 100 100 100
xxx8513R 100 100 100
xxx9362T 85 80 82
xxx6145L 101 100 100
xxx6301T 102 100 100
xxx8296U 100 85 92
xxx8109C 102 100 100
xxx9036S 94 85 90
xxx0720B 75 70 72
xxx1195F 105 110 100
xxx6255N 70 70 70
xxx4292A 97 100 98
xxx6808M 100 100 100
xxx9327P 92 80 86
xxx9629Z 75 70 72
xxx0761Z 91 102 96
xxx4637N 100 94 97
xxx7639S 89 100 94
xxx7881Z 75 95 85
xxx1320S 90 75 82
xxx2322Z 90 100 95
xxx4765L 100 85 92
xxx5253S 101 100 100
xxx5736Z 94 110 100
xxx5766L 99 97 98
xxx6141L 75 80 78
xxx7142Y 90 88 89
xxx8495L 89 110 100
xxx4318A 75 95 85
xxx8592S 102 100 100
xxx6083S 90 100 95
xxx4157W 90 100 95
xxx7143D 99 94 96
xxx1989F 77 105 91
xxx4335D 100 94 97

 

Final exam

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  • On: Thursday, May 6, 2020, 6pm-8pm EDT, via videoconferencing and HuskyCT
  • "Open everything"
  • Your are not allowed to collaborate with anyone
  • Proceed to HuskyCT for the problem set and the videoconferencing link
  • Videocamera must be on during the whole exam.

 

Midterm 2

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  • Take-home exam, due April 2, 2021 23:59 EDT
  • The problem set is available on HuskyCT (under 'Course content' -> 'Exams')
  • Covers the material from Ch. 9 of the textbook and the material from homework assignments 4-5 (problems and reading/videos)

 

Midterm 1

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  • Take-home exam, due March 2, 2021 March 3, 2021 Noon EDT
  • The problem set is available on HuskyCT (under 'Course content' -> 'Exams')
  • Covers the material from Ch. 7 and 8 of the textbook (eigenvalue decomposition, singular value decomposition. power and inverse power iterations methods, Krylov methods), and the material from homework assignments 1-3 (problems and reading/videos)