Math 221

Instructor: Robert Grizzard
email: rgrizzard@wisc.edu
Office: Van Vleck 413

Office hours:
Mondays: 2:30-4:30pm
Tuesdays: NONE
Wednesdays: 10:50-11:50am
Thursdays: 10:50-11:50am
Fridays: 10:50-11:50am

Problem sessions led by Student Assistants:
Sundays 6-8pm, Van Vleck B139 (with Maddie)
Mondays 6-8pm, Van Vleck B139 (with Matt)
Thursdays 6:30-8:30pm, Van Vleck B139 (with Courtney)

Class times and locations:
Section 011 - MTWThF 8:50-9:40am, Birge B302
Section 012 - MTWThF 9:55-10:45pm, Birge B302
Section 015 - MTWThF 1:20-2:10pm, SOC SCI 6203

Dr. Grizzard's Office hours during finals:
Tuesday, 12/15: 2:30-3:30PM
Wednesday, 12/16: 2-4PM
Thursday, 12/17: 9:30-10:30AM
Monday, 12/21: 4:30-5:30PM
Tuesday, 12/22: 10-11AM



Course syllabus

Moodle (Login with our UW NetID)

Weekly reading and written homework

Group projects

Quizzes

Worksheets, etc. from class:
Inverse Functions 9/3/15
Derivatives (1) 9/9/15
Limits 9/14/15 (solutions)
Trigonometric limits (with answers) ... (solutions to selected problems) 9/16/15 CORRECTION TO PROBLEM 4 IN SOLUTIONS
Derivatives from the definition 9/21/15
Computing derivatives 9/23/15
Computing derivatives using the chain rule (with answers) 9/25/15
Review for exam 1, part 1 9/28/15 (solutions)
Review for exam 1, part 2 9/30/15 (solutions) <-- these are up now!
Review for exam 1, part 3 10/1/15 (solutions)
How to find the derivative of the cube root function using the definition (by request), and how to show the cube root function is not differentiable at 0 (because I felt like including it)
Slanted Asymptotes 10/6/15 (solutions)
epsilon-delta limits 10/8/15 (see Section 3.3 of text)
Implicit differentiation 10/13/15 (solutions)
Related rates 10/15/15 (Solutions for 4-7)
Studying functions using derivatives, part 1 10/20/15 (poorly numbered/ordered solutions!)
Studying functions using derivatives, part 2 10/23/15 (solutions to most of the problems, out of order)
Optimization 10/28/15 (Solutions to some of the problems, plus solutions to #2, #16, and #23 from the HW (Section 5.14))
Exponential and logarithmic functions 11/2/15 (solutions)
Indeterminate forms and L'Hôpital's Rule 11/5/15 (solutions)
Some problems about studying a graph using derivatives, a.k.a. Review for exam 2, part 1 11/11/15 (solutions)
Review for exam 2, part 2 11/16/15 (solutions)
Review for exam 2, part 3 11/18/15 (solutions)
Review for exam 2, part 4 11/19/15 (solutions)
Exam 2 key
Intro to antiderivatives and definite integrals 11/23/15 & 11/24/15 (see these notes from those lectures)
The Fundamental Theorem of Calculus 12/1/15 (solutions)
Areas between curves 12/4/15 (solutions)
Volumes 12/9/15 (solutions)
Substitution 12/11/15 (solutions)
Review for final exam, part 1 12/14/15 (solutions) Correction: answer to #6 is 64pi/9 -- there is a minor mistake near the end.
Review for final exam, part 2 12/17/15 (solutions) Problems 1 and 9 corrected 12/21/15