This page will be updated as the semester progresses.

Week 1

• Section 6.4 (Review of The Fundamental Theorem of Calculus);                       Completed Notes

• Section 6.5 (Integration by Substitution) ;                       Completed Notes

• Section 7.1 (Area between Curves)                       Completed Notes

Week 2

• Section 7.1 continued (Area between Curves )

• Section 7.2 (Volume)                      Completed Notes

Week 3

• Section 7.3 (Volumes by Cylindrical Shells)                       Completed Notes

• Section 7.4 (Work)                       Completed Notes

Week 4

• Section 7.5 (Average Value)                       Completed Notes

• Section 8.1 (Integration by Parts)                       Completed Notes(completed by Dr. J.M.Linhart)

• Section 8.2 (Trigonometric Integrals)        Completed Notes

  Exam II Lectures

  Week 5

  • Section 8.3 (Trigonometric Substitutions)        Completed Notes

  • Section 8.4 (Integration of rational functions by partial fractions)         Completed Notes

  Week 6

  • Section 8.9 (Improper Integrals)         Completed Notes
  • Section 9.3 (Arc Length)        Completed Notes

  Week 7

  • Section 9.4 (Area of a Surface if Revolution)        Completed Notes

  • Section 10.1 (Sequences)        Completed Notes

  Week 8

  • Section 10.2 (Series)                       Completed Notes

    Exam III Lectures

  • Section 10.3 (The Integral and Comparison Tests; Estimating Sum)
                        Completed Notes

  Week 9

  • Section 10.4 (Other Convergence Tests)                       Completed Notes

  Weeks 10&11

  • Section 10.5 (Power Series)                       Completed Notes

• Section 10.6 (Representation of Functions as Power Series)                       Completed Notes

• Section 10.7 (Taylor and Maclaurin Series)                       Completed Notes

Weeks 12&13

Weeks 14&15

• Section 11.3 (The Cross Product)                       Completed Notes