Important dates
- Last day to drop:
Tuesday, February 10.
- Withdrawal deadline:
- Tuesday, March 10.
- First midterm:
Tuesday, February 17
- Second midtem:
Thursday, March 26
- Final exam
Thursday, May 14, 11:00 a.m. to 1:00 p.m.
Quick Links
MATH 322 - Spring 2009 - Home
NEW THIS WEEK: Final Exam Table
NEW THIS WEEK: Final Exam Review Sheet
NEW THIS WEEK: Solutions
NEW THIS WEEK: Some Additional Problems
NEW THIS WEEK: Solutions
Info on Quizzes and Homeworks
- The first homework is due on Thursday, January 22 (11pm).
- The first quiz will be given on Friday, January 23
- The second homework is due on Thursday, January 29 (11pm).
- Remaining Homeworks and Quizzes will be given according to the Calendar above
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Course content by week
Week 14 (May 4 - May 8)
- Day 1: 12.6 (heat equation on the whole line).
- Day 2: 6.1 (Laplace transform), 6.2 (transform of derivatives and integrals) & 6.3 (Heaviside function, t-shfting).
Week 13 (April 27 - May 1)
- Day 1: 12.3, 12.4 (1d wave equation GUI), 12.8 (2d wave equation - rectangular membrane).
- Day 2: 12.8 (rectangular membrane), 12.5 (1d heat equation on finite interval).
Week 12 (April 13 - April 17)
- Day 1:Overview, clicker tests.
- Day 2:12.1 (PDEs) & 12.3 (1d wave equation)
Week 11 (April 6 - April 10)
- Day 1:11.4 (complex form of Fourier series).11.3 (half-range expansions) & 11.5 (forced oscillations).
- Day 2: 11.9 (Fourier transform) & 11.8 (sine and cosine transforms).
Week 10 (March 30 - April 3)
- Day 1:11.1 (Fourier series)11.2 (functions of period 2L), 11.3 (even and odd functions) &
- Day 2: 11.4 (complex form of Fourier series).11.3 (half-range expansions)
Week 9 (March 23 - March 27)
- Day 1: 5.7 (Sturm-Liouville problems)& 5.8 (orthogonal expansions in linear algebra).
- Day 2: Exam 2
Week 8 (March 9 - March 13)
- Day 1: 4.2 & 4.3 (linear differential equations and systems).
- Day 2: 4.3 (linear differential equations and systems). Concept test
Week 7 (March 2 - March 6)
- Day 1: 1.1 (ODEs) & 1.7 (existence and uniqueness of solutions).
2.6 (existence and uniqueness of solutions), 2.7 (Wronskian)
- Day 2: 2.6 (existence and uniqueness of solutions), 2.7 (Wronskian), 2.2,
Week 6 (February 23 - February 27)
- Day 1: 8.1 (eigenvalues and eigenvectors)
- Day 2: 8.1 (properties of eigenvalues).
1.1 ODEs, computing solutions.
Week 5 (February 16 - February 20)
- Day 1:MIDTERM I
- Day 2:7.8 & 7.5 (determinants, inverse, linear systems of n equations with n unknowns)
Week 4 (February 9 - February 13)
- Day 1: 7.4 (vector spaces, bases and dimension, null space, column space, rank)
- Day 2: 7.5 (linear systems, determinant of a square matrix).
Week 3 (February 2 - February 6)
- Day 1: 13.7 Complex logarithm. Concept tests.
- Day 2: 7.1, 7.2 & 7.4 (matrices and vectors, linear independence).
Week 3 (January 26 - January 30)
- Day 1: 13.3 & 13.4 (rules for continuity, limits and differentiation, analytic functions, Cauchy-Riemann equations, applications).
- Day 2: 13.5 & 13.6 Complex exponential, trigonometric and hyperbolic functions.
Week 1 and 2 (January 15-16 and January 19-24)
- Day 1: Introduction, motivation, 13.1 (definitions, algebra of complex numbers).
- Day 2: 13.2 (polar coordinate form of complex numbers, Euler's formula, products, ratios, roots,
roots of a complex number, triangle inequality).
- Day 3: 13.3 (function of a complex variable, limits, continuity, differentiability).
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