Exam dates

    • Exam 1 - Thursday, February 6 , 8:15pm-9:30pm (class cancelled on Friday, February 7)
    • Exam 2 - Thursday, March 12, 8:15pm-9:30pm (class cancelled on Friday, March 13)
    • Exam 3 - Thursday, April 23, 8:15pm-9:30pm (class cancelled on Friday, April 24)
    • Final exam - not yet scheduled; to take place sometime between May 4-7. Do not make any travel plans to leave Ames before noon on Friday, May 8 before the final exam has been scheduled.

Schedule

Week 1

Jan 13-17

Quiz 1

Session 1: Review of differential and integral calculus (8.1)

Session 2: Integration by parts (8.2)

Session 3: Integration of trigonometric integrals (8.3)

Week 2

Jan 20-24

Quiz 2

(No class)

Session 4: Trigonometric substitution (8.4)

Session 5: Partial fractions (8.5)

Week 3

Jan 27-31

Quiz 3

Session 6: Numerical integration (8.7)

Session 7: Error estimation for numerical integration (8.7)

Session 8: Improper integration (8.8)

Week 4

Feb 3-7

Quiz 4; Exam 1

Session 9: Additional practice for integration

Review for Exam 1

Exam 1

(Exam on Thursday evening; no class on Friday)

Week 5

Feb 10-14

Session 10: Volume by cross sections; disc and washer method (6.1)

Session 11: Volume by shell method (6.2)

Session 12: Arc length (6.3)

Week 6

Feb 17-21

Quiz 5

Session 13: Surface area of revolution (6.4)

Session 14: Additional practice for geometrical applications of integration

Session 15: Work and fluid pressure (6.5)

Week 7

Feb 24-28

Quiz 6

Session 16: Mass and center of mass (6.6)

Session 17: Parameterized curves (11.1)

Session 18: Arc length and surface area for parameterized curves (11.2)

Week 8

Mar 2-6

Quiz 7

Session 19: Polar coordinates (11.3)

Session 20: Graphing in polar coordinates (11.4)

Session 21: Area in polar coordinates (11.5)

Week 9

Mar 9-13

Quiz 8; Exam 2

Session 22: Lengths in polar coordinates (11.5)

Review for Exam 2

Exam 2

(Exam on Thursday evening; no class on Friday)

Week 10

Mar 23-27

Session 23: Sequences (10.1)

Session 24: Series (10.2)

Session 25: Integral test for convergence (10.3)

Week 11

Mar 30-Apr 3

Quiz 9

Session 26: Comparison tests for convergence (10.4)

Session 27: Ratio and root tests for convergence (10.5)

Session 28: Additional practice for convergence tests

Week 12

Apr 6-10

Quiz 10

Session 29: Alternating series; absolute vs. conditional convergence (10.6)

Session 30: Power series; radius of convergence (10.7)

Session 31: Additional practice with radius of convergence

Week 13

Apr 13-17

Quiz 11

Session 32: Taylor polynomials; Taylor series (10.8)

Session 33: Convergence of Taylor series; error estimates (10.9)

Session 34: Binomial series (10.10)

Week 14

Apr 20-24

Quiz 12; Exam 3

Session 35: Application of Taylor polynomials and series (10.10)

Review for Exam 3

Exam 3

(Exam on Thursday evening; no class on Friday)

Week 15

Apr 27-May 1

Review for the Final

Review for the Final

Review for the Final

Finals

May 4-8

The final exam has not yet been scheduled. Do not make any travel plans requiring you to leave Ames before noon on Friday May 8 until the final has been scheduled.