Lecture Notes

  1. Lec 1 Intro and Review for Area 0831
  2. Lec 2 5.2 Volume 0902
  3. Lec 3 5.4 Work 0907 
  4. Lec 4 6.1 Inverse Function 0909
  5. Lec 5-7 6.2-6.5 Log/Exp functions.
  6. Lec 8-10 6.6-6.8
  7. Lec 11-13 7.1-7.3 
  8. Lec 14-17 7.4,7.5,7.8,8.1
  9. Classification of Integrals in Section 7.5
  10. Classification of Integrals in Section 7.8
  11. Lec 19-21 11.1-11.3
  12. Lec 22 11.4 Comparison Test 
  13. Lec 23,24 11.5-11.6 Alternating Series, Absoulte Convergence and Ratio Test
  14. Lec 25 11.7 Strategy for Tesing Series
  15. Lec 26 11.8 Power Series
  16. Lec 27 11.9 Representation of functions as Power Series
  17. Lec 28-30 11.10-11.11 Taylor Series and Maclaurin Series
  18. Lec 31-33 10.1,10.2  Parametric Equations and Calculus.
  19. Lec 34-36 10.3,10.4 Polar Coordinates.

Review Notes

  1.  Build Your Own Formula_Exam2
  2. BUILD-YOUR-OWN Formula sheet 
  3. U-sub
  4. Properties of Integral and Fundamental Theorem of Calculus
  5. Graph of Frequenctly Used Functions
  6. Trigonometric Functions
  7. Table of Integration
  8. Trig-Sub Step by Step Example
  9. Partial Fraction Warm-up exercises
Extensive Reading Material
  1. Plot Polar Coordinates.
  2. Polar Graph of Wolfram|Alpha
  3. Cardioid from Wiki
  4. k-Rose(Rhodonea Curve)
  5. Story about Geometric Series
  6. Fibonacci Sequences
  7. Lattice and Quasicrystals