MAC 2311

  • 1. (1.1), p. 11, # 19-22 (Functions)
  • 2. (1.3), p. 36, # 35-38, 41-43 (New functions from old ones)
  • 3. (1.4), p. 48, # 21-24 (Families of functions)
  • 4. (1.5), p. 62, # 9-13, 20-23, 28-30, Add: 36-41. (Inverse functions; inverse trigonometric functions) 
  • 5. (1.6), p. 74, #16-22, 28-31(Exponential and logarithmic functions)
  • 6. (1.8), p. 93, # 3-9, 23, 24, 31, 32, 40, 41 (Parametric equations)
    Quiz 1, Wednesday, Sept. 03, 2008. Sections 1.1, 1.3, 1.4, 1.5.
  • 7. (2.1), p. 110 (Limit, An intuitive approach)
  • 8. (2.2), p. 121, #3-12, 27-30 (Computing limits)
    Quiz 2, Wednesday, Sept. 17, 2008. Sections 2.2, 2.3, 2.4, 2.5.
  • Free tutoring is available in GL 120. This is a Department of Mathematics service.
  • 9. (2.3), p. 131, #17-22, 45-52, 73-78 (Limits at infinity, Assymptotic behavior of a function)
  • 10. (2.4), p. 140, #11-14, 29-36, 40-42, 44-46, 57-60, 65,66 (Limit, a rigorous approach)
  • 11. (2.5), p. 152, #15-20, 23, 24, 29, 30, 42-44 (Continuity)
  • 12. (2.6), p. 160, #9-14, 20-30, 55-58 (Continuity of trigonometric functions and inverse functions)
  • 13. (3.1), p. 176, #13-16, 22, 23 (Tangent lines, velocity and general rates of change)
  • 14. (3.2), p. 187, #4, 7, 11-14, 18-20, 41, 43, 45.(The derivative function)
  • 15. (3.3), p. 196, #22, 37, 38, 61, 63, 65, 74-77. (Techniques of differentiation)
  • Exam I, Wednesday, October 1, 2008. Sections 1.1,1.3, 1.4,1.5, 1.6, 1.8, 2.1, 2.2, 2.3, 2.4, 2.5, 2.6, 3.1, 3.2, 3.3, 3.4, 3.5.
  • Five problems, maximum of 100 pts.
  • 16. (3.4), p. 203, #8-13, 25-27. (The product and quotient rules)
  • 17. (3.5), p. 207, #15-18, 25, 26, 32.(Derivative of trigonometric functions)
  • 18. (3.6), p. 214, #3, 4, 25-32, 46, 47, 69, 70. (The chain rule)
  • 19. (3.7), p. 221, #3, 4, 12-14, 20-22, 29, 37, 45. (Related rates)
  • 20. (3.8), p. 229, #5, 6, 38-40, 43-48, 55. (Local linear approximation, differentials)
    Last day for drop with DR grade:October 17, 2008.
  • 21. (4.1), p. 241, #15-20, 23, 24. (Implicit differentiation)
  • 22. (4.2), p. 247, #5-15, 21-25, 33-36. (Derivatives of logarithmic functions)
  • 23. (4.3), p. 254, # 8-10, 15-18, 25-30, 33-44. (Derivatives of exponential and inverse trigonometric functions).
    Quiz #3: Wednesday, October 15, 2008. Sections 4.3, 4.4.
  • 24. (4.4), p. 263, #16-30 (L'Hopital's rule).
  • 25. (5.1), p. 275, #13-18, 23-28 (Increase, Decrease and Concavity).
  • 26. (5.2), p. 287, #3-9, 21-23, 35-42, 43, 44, 48-53 (Relative extrema, graphing polynomials).
  • 27. (5.3), page 299, #9-13, 30-33, 43-46, 53-56 (Rational functions, asymptotes).
  • 28. (5.4), p. 307, #11-15, 19-23, 43, 44 (Absolute maxima and minima).
  • Quiz #4: Wednesday, October 29, 2008. Sections: 5.2, 5.3.
  • 29. (5.5), p. 318, #3-8, 28-33, 46, 47 (Applied maximum and minimum problems).
  • 30. (5.7), p. 334, #4-12, 19-21 (Rolle's Theorem, Mean Value Theorem)
  • Exam II, Wednesday, November 12, 2008. Sections 3.6--3.8, 4.1--4.4, 5.1--5.5.
  • Five problems, maximum of 100 pts.
  • Quiz 5: Wednesday, Nov. 26, 2008. Sections 5.7, 6.2, 6.3
  • 31. (6.2), p. 363, #9-29, 41-43. (The indefinite Integral).
  • 32. (6.3), p. 371, #11-26, 36-44. (Integration by substitution).
  • 33. (11.2), p. 737, #7-12, 23-25, 33-36, 46. (Tangent lines for parametric and polar curves).
    Final examination: FRIDAY, December 12, 2008: 1200-1400. PC 432.