Instructor: Dr. Madnick (jmadnick [at] uoregon [dot] edu)
Textbook: OpenStax: Calculus Volume 2
http://openstax.org/details/books/calculus-volume-2
Grades: Posted on Canvas
Office Hours:
Mon Dec 4
3:00 - 4:00 in UO Annex 220
Problem Sets (a.k.a. Assignments)
PSet 1 (Due: Wed Oct 4) Solutions
PSet 2 (Due: Wed Oct 11) Solutions
PSet 3 (Due: Wed Oct 18) Solutions
PSet 4 (Due: Fri Oct 27) Solutions
PSet 5 (Due: Wed Nov 1) Solutions
PSet 6 (Due: Wed Nov 8) Solutions
PSet 7 (Due: Fri Nov 17) Solutions
PSet 8 (Due: Sat Nov 25) Solutions
PSet 9 (Due: Fri Dec 1) Solutions
Midterm 1 Information
Date: Wed 10/25
Time + Location: Our classroom during lecture
Midterm 1 content:
Lectures 1-6 (i.e., Weeks 1, 2, 3 + Monday of Week 4)
Relevant assignments: PSets 1, 2, 3 + Problems #1-3 of PSet 4.
On Midterm 1, you'll be given this formula sheet.
Practice
Here's the midterm (slightly modified) that my students took in Winter 2023.
Midterm 2 Information
Date: Wed 11/15
Time + Location: Our classroom during lecture
Midterm 2 content:
Lectures 7-11 (Wed of Week 4 + Weeks 5-6 + Mon of Week 7)
Relevant assignments:
PSet 4: Problem #4
PSet 5: All problems
PSet 6: All problems
PSet 7: Problems #1-4
Not on midterm 2: Powers of sines/cosines; Trigonometric substitution; Work and force.
(However, you are expected to know u-substitution and integration by parts. The relationship between density and mass is also expected.)
On Midterm 2, you'll be given this formula sheet.
Practice
Here's the midterm (slightly modified) that my students took in Winter 2023.
Final Exam Information
Date: Tue Dec 5
Time: 2:45 - 4:45
Location: Our classroom
Final exam content: Improper Integrals + Differential Equations
Lectures 12-16 (i.e., Wednesday of Week 7 + Weeks 8-10)
Relevant assignments:
PSet 7: Problems #5-6
PSet 8: All problems
PSet 9: All problems
Not on the final exam: Powers of sines/cosines; Trigonometric substitution; Left/Right/Midpoint/Trapezoidal Approximations; Volumes of solids; Arc length; Centroids; Center of mass.
Expectations: You should be able to:
Evaluate integrals using u-substitution and integration by parts.
Evaluate limits, especially using L'Hopital's Rule.
On the final exam, you'll be given this formula sheet.
Practice
Here's the final exam that my students took in Winter 2023.