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Calculus for Life Sciences

Nguồn ngoài

Calculus for Life Sciences

Mathematics
Tác giả
Anup Lamichhane
Nhà xuất bản
Ohio Northern Univeristy
Nguồn
LibreTexts
Ngôn ngữ
EN
Danh mục
Khoa học cơ bản
Đọc trực tuyến Tải PDF (nguồn mở)
Mục lục· 75 mục
  1. 01: Review
  2. 1.01: Functions
  3. 1.02: Operations on Functions
  4. 1.03: Linear Functions
  5. 1.04: Exponents
  6. 1.05: Quadratics
  7. 1.06: Polynomials and Rational Functions
  8. 1.07: Exponential Functions
  9. 1.08: Logarithmic Functions
  10. 1.E: Review (Exercises)
  11. 02: Limits
  12. 2.01: Prelude to Limits
  13. 2.02: A Preview of Calculus
  14. 2.2E: Exercises for Section 2.1
  15. 2.03: The Limit of a Function
  16. 2.3E: Exercises for Section 2.2
  17. 2.04: The Limit Laws
  18. 2.4E: Exercises for Section 2.3
  19. 2.05: Continuity
  20. 2.5E: Exercises for Section 2.4
  21. 2.06: The Precise Definition of a Limit
  22. 2.6E: Exercises for Section 2.5
  23. 2.R: Chapter 2 Review Exercises
  24. 03: Derivatives
  25. 3.01: Prelude to Derivatives
  26. 3.02: Defining the Derivative
  27. 3.2E: Exercises for Section 3.1
  28. 3.03: The Derivative as a Function
  29. 3.3E: Exercises for Section 3.2
  30. 3.04: Differentiation Rules
  31. 3.4E: Exercises for Section 3.3
  32. 3.05: Derivatives as Rates of Change
  33. 3.5E: Exercises for Section 3.4
  34. 3.06: The Chain Rule
  35. 3.6E: Exercises for Section 3.6
  36. 3.07: Derivatives of Exponential and Logarithmic Functions
  37. 3.7E: Exercises for Section 3.9
  38. 3.08: Implicit Differentiation
  39. 3.8E: Exercises for Section 3.8
  40. 3.R: Chapter 3 Review Exercises
  41. 04: Applications of Derivatives
  42. 4.01: Prelude to Applications of Derivatives
  43. 4.02: Related Rates
  44. 4.2E: Exercises for Section 4.1
  45. 4.03: Maxima and Minima
  46. 4.3E: Exercises for Section 4.3
  47. 4.04: Derivatives and the Shape of a Graph
  48. 4.4E: Exercises for Section 4.5
  49. 4.05: Limits at Infinity and Asymptotes
  50. 4.5E: Exercises for Section 4.6
  51. 4.06: Applied Optimization Problems
  52. 4.6E: Exercises for Section 4.7
  53. 4.07: LHopitals Rule
  54. 4.7E: Exercises for Section 4.8
  55. 4.08: Antiderivatives
  56. 4.8E: Exercises for Section 4.10
  57. 4.R: Chapter 4 Review Exercises
  58. 05: Integration
  59. 5.01: Prelude to Integration
  60. 5.02: Approximating Areas
  61. 5.2E: Exercises for Section 5.1
  62. 5.03: The Definite Integral
  63. 5.3E: Exercises for Section 5.2
  64. 5.04: The Fundamental Theorem of Calculus
  65. 5.4E: Exercises for Section 5.3
  66. 5.05: Integration Formulas and the Net Change Theorem
  67. 5.5E: Exercises for Section 5.4
  68. 5.06: Substitution
  69. 5.6E: Exercises for Section 5.5
  70. 5.07: Integrals Involving Exponential and Logarithmic Functions
  71. 5.7E: Exercises for Section 5.6
  72. 5.08: Applications of Integration
  73. 5.8.01: Areas between Curves
  74. 5.8.1.01: Exercises for Section 6.1
  75. 5.R: Chapter 5 Review Exercises