Course Evaluation Customization Form

Viewing: MATH 21, section 02


Term: 1192 - 1192
Instructor: Schaeffer, Howe

Learning Goals

Apply convergence tests to determine the convergence or divergence of improper integrals and infinite series
How well did you achieve this learning goal in this course?


Compare complicated functions with simpler functions using asymptotic relations
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Compute the area under unbounded graphs using improper integrals
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Express transcendental functions like e^x or sin(x) as "infinite polynomials" using Taylor series
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Course Elements

How useful to you were the discussion sections?


How useful to you were the lectures?


How useful to you were the problem sets?


How useful to you was the website?


How useful to you was the textbook Hughes-Hallett, 6th or 7th edition?


Additional Questions


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