Exams
Midterms Grades
ID M1 M2H M2 M2H (55) (45) (55) (45) 1572163 50 40 50 45 92.5% 1574733 0 0 0 0 0.0% 1735335 47 45 49 45 93.0% 1782358 55 45 48 45 96.5% 1783208 50 25 50 45 85.0% 1841240 48 39 51 35 86.5% 1850992 57 45 51 45 99.0% 1855380 62 45 50 45 100.0% 1857117 56 45 51 45 98.5% 1867340 45 45 51 45 93.0% 1876045 0 0 0 0 0.0% 1893034 54 40 55 0 74.5% 1911568 55 45 51 45 98.0% 1916163 56 45 53 45 99.5% 1928672 57 45 51 45 99.0% 1977551 57 45 51 45 99.0% 2100576 57 45 50 45 98.5% 2153859 57 45 52 45 99.5%
Final Exam Grades
ID F (100) 1572163 97 1574733 0 1735335 90 1782358 84 1783208 75 1841240 87 1850992 94 1855380 97 1857117 95 1867340 87 1876045 60 1893034 98 1911568 97 1916163 100 1928672 80 1977551 90 2100576 100 2153859 98
Final Exam
- On Thursday, May 8, 1pm - 3pm, in M407
- "Open notes"
- Covers the material from the textbook: Chapter 1; Chapter 2, Sec. A-D, F; Chapter 3, Sec. A-B; Chapter 8, Sec. A, B, and C; and from Homework assignments 1-8.
- Review sessions: Monday, May 5, 2pm, in P103A; Wednesday, May 7, 5pm, in P121
Midterm II
- Opens on Tuesday, April 8, 4:30pm; closes on Thursday, April 10, 3:30pm
- Covers the material from: Chapter 2, Sec. F; Chapter 3, Sec. A, B; Chapter 8, Sec. A, B, and C of the textbook, and from Homework assignments 5-6.
- Review session: Mon, Apr 7, 5:30pm, P121
- Take home project (pdf, 94K), last updated April 01, 2014
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Sample exam (subject to change)
- Calculate Fourier integral using residues calculus
- Laplace method, e.g. HW05
- Method of stationary phase, e.g. HW06.1-2
- First order PDE, e.g HW06.4-5
Midterm I
- Opens on Tuesday, March 4, 4:30pm; closes on Thursday, March 6, 3:30pm
- Covers the material from: Ch. 1 and Ch. 2, Sec. A-D of the textbook, and from homework assignments 1-4.
- Review sessions: Monday, March 3, 5:30pm, in PB121
- Take home project (pdf, 100K), last updated February 26, 2014
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Sample exam (subject to change)
- Logarithmic differentiation, e.g. HW01.4
- Euler-Maclaurin summation, e.g. HW01.5
- Ordinary differential equations, e.g. HW02.5 -- HW02.8
- Complex algebra, e.g. HW03.1 -- HW03.3
- Cauchy-Riemann equations, e.g. HW03.4
- Real integral using residues calculus, e.g. HW04.1 -- HW04.4