Test Bank For Applied Calculus 7th Edition is available

Product details:

• ISBN-10 ‏ : ‎ 1337291242
• ISBN-13 ‏ : ‎ 978-1337291248
• Author: Stefan Waner, Steven R. Costenoble

APPLIED CALCULUS, Seventh Edition, uses a large number of applications based on real data from business, economics, and the life and social sciences to help you see how mathematics relates to your own life and interests. Thorough TI Graphing Calculator and spreadsheet instructions appear throughout the text, and optional WebAssign platform support your learning with detailed teaching videos by an award-winning instructor. With these tools, plus online interactive tutorials and videos on every topic, this text will help you “get” mathematics — whatever your learning style may be.

Table contents:

1. Chapter 1: FUNCTIONS AND CHANGE
2. 1.1 WHAT IS A FUNCTION?
3. 1.2 LINEAR FUNCTIONS
4. 1.3 AVERAGE RATE OF CHANGE AND RELATIVE CHANGE
5. 1.4 APPLICATIONS OF FUNCTIONS TO ECONOMICS
6. 1.5 EXPONENTIAL FUNCTIONS
7. 1.6 THE NATURAL LOGARITHM
8. 1.7 EXPONENTIAL GROWTH AND DECAY
9. 1.8 NEW FUNCTIONS FROM OLD
10. 1.9 PROPORTIONALITY AND POWER FUNCTIONS
11. 1.10 PERIODIC FUNCTIONS
12. Chapter 1: REVIEW EXERCISES AND PROBLEMS FOR CHAPTER 1
13. Chapter 1: STRENGTHEN YOUR UNDERSTANDING
14. Chapter 1: PROJECTS FOR CHAPTER ONE
15. Chapter 2: RATE OF CHANGE: THE DERIVATIVE
16. 2.1 INSTANTANEOUS RATE OF CHANGE
17. 2.2 THE DERIVATIVE FUNCTION
18. 2.3 INTERPRETATIONS OF THE DERIVATIVE
19. 2.4 THE SECOND DERIVATIVE
20. 2.5 MARGINAL COST AND REVENUE
21. Chapter 2: REVIEW EXERCISES AND PROBLEMS FOR CHAPTER 2
22. Chapter 2: STRENGTHEN YOUR UNDERSTANDING: Digital Only
23. Chapter 2: PROJECTS FOR CHAPTER TWO
24. Chapter 2: FOCUS ON THEORY: LIMITS, CONTINUITY, AND THE DEFINITION OF THE DERIVATIVE
25. Chapter 3: SHORTCUTS TO DIFFERENTIATION
26. 3.1 DERIVATIVE FORMULAS FOR POWERS AND POLYNOMIALS
27. 3.2 EXPONENTIAL AND LOGARITHMIC FUNCTIONS
28. 3.3 THE CHAIN RULE
29. 3.4 THE PRODUCT AND QUOTIENT RULES
30. 3.5 DERIVATIVES OF PERIODIC FUNCTIONS
31. Chapter 3: REVIEW EXERCISES AND PROBLEMS FOR CHAPTER 3
32. Chapter 3: STRENGTHEN YOUR UNDERSTANDING: Digital Only
33. Chapter 3: PROJECTS FOR CHAPTER THREE
34. Chapter 3: FOCUS ON THEORY: ESTABLISHING THE DERIVATIVE FORMULAS
35. Chapter 3: FOCUS ON PRACTICE
36. Chapter 4: USING THE DERIVATIVE
37. 4.1 LOCAL MAXIMA AND MINIMA
38. 4.2 INFLECTION POINTS
39. 4.3 GLOBAL MAXIMA AND MINIMA
40. 4.4 PROFIT, COST, AND REVENUE
41. 4.5 AVERAGE COST
42. 4.6 ELASTICITY OF DEMAND
43. 4.7 LOGISTIC GROWTH
44. 4.8 THE SURGE FUNCTION AND DRUG CONCENTRATION
45. Chapter 4: REVIEW EXERCISES AND PROBLEMS FOR CHAPTER 4
46. Chapter 4: STRENGTHEN YOUR UNDERSTANDING: Digital Only
47. Chapter 4: PROJECTS FOR CHAPTER FOUR
48. Chapter 5: ACCUMULATED CHANGE: THE DEFINITE INTEGRAL
49. 5.1 DISTANCE AND ACCUMULATED CHANGE
50. 5.2 THE DEFINITE INTEGRAL
51. 5.3 THE DEFINITE INTEGRAL AS AREA
52. 5.4 INTERPRETATIONS OF THE DEFINITE INTEGRAL
53. 5.5 TOTAL CHANGE AND THE FUNDAMENTAL THEOREM OF CALCULUS
54. 5.6 AVERAGE VALUE
55. Chapter 5: REVIEW EXERCISES AND PROBLEMS FOR CHAPTER 5
56. Chapter 5: STRENGTHEN YOUR UNDERSTANDING: Digital Only
57. Chapter 5: PROJECTS FOR CHAPTER FIVE
58. Chapter 5: FOCUS ON THEORY: THEOREMS ABOUT DEFINITE INTEGRALS
59. Chapter 6: ANTIDERIVATIVES AND APPLICATIONS
60. 6.1 ANALYZING ANTIDERIVATIVES GRAPHICALLY AND NUMERICALLY
61. 6.2 ANTIDERIVATIVES AND THE INDEFINITE INTEGRAL
62. 6.3 USING THE FUNDAMENTAL THEOREM TO FIND DEFINITE INTEGRALS
63. 6.4 APPLICATION: CONSUMER AND PRODUCER SURPLUS
64. 6.5 APPLICATION: PRESENT AND FUTURE VALUE
65. 6.6 INTEGRATION BY SUBSTITUTION
66. 6.7 INTEGRATION BY PARTS
67. Chapter 6: REVIEW EXERCISES AND PROBLEMS FOR CHAPTER 6
68. Chapter 6: STRENGTHEN YOUR UNDERSTANDING: Digital Only
69. Chapter 6: PROJECTS FOR CHAPTER SIX
70. Chapter 6: FOCUS ON PRACTICE
71. Chapter 7: PROBABILITY
72. 7.1 DENSITY FUNCTIONS
73. 7.2 CUMULATIVE DISTRIBUTION FUNCTIONS AND PROBABILITY
74. 7.3 THE MEDIAN AND THE MEAN
75. Chapter 7: REVIEW EXERCISES AND PROBLEMS FOR CHAPTER 7
76. Chapter 7: STRENGTHEN YOUR UNDERSTANDING: Digital Only
77. Chapter 7: PROJECTS FOR CHAPTER SEVEN
78. Chapter 8: FUNCTIONS OF SEVERAL VARIABLES
79. 8.1 UNDERSTANDING FUNCTIONS OF TWO VARIABLES
80. 8.2 CONTOUR DIAGRAMS
81. 8.3 PARTIAL DERIVATIVES
82. 8.4 COMPUTING PARTIAL DERIVATIVES ALGEBRAICALLY
83. 8.5 CRITICAL POINTS AND OPTIMIZATION
84. 8.6 CONSTRAINED OPTIMIZATION
85. Chapter 8: REVIEW EXERCISES AND PROBLEMS FOR CHAPTER 8
86. Chapter 8: STRENGTHEN YOUR UNDERSTANDING: Digital Only
87. Chapter 8: PROJECTS FOR CHAPTER EIGHT
88. Chapter 8: FOCUS ON THEORY: DERIVING THE FORMULA FOR A REGRESSION LINE
89. Chapter 9: MATHEMATICAL MODELING USING DIFFERENTIAL EQUATIONS
90. 9.1 MATHEMATICAL MODELING: SETTING UP A DIFFERENTIAL EQUATION
91. 9.2 SOLUTIONS OF DIFFERENTIAL EQUATIONS
92. 9.3 SLOPE FIELDS
93. 9.4 EXPONENTIAL GROWTH AND DECAY
94. 9.5 APPLICATIONS AND MODELING
95. 9.6 MODELING THE INTERACTION OF TWO POPULATIONS
96. 9.7 MODELING THE SPREAD OF A DISEASE
97. Chapter 9: REVIEW EXERCISES AND PROBLEMS FOR CHAPTER 9
98. Chapter 9: STRENGTHEN YOUR UNDERSTANDING: Digital Only
99. Chapter 9: PROJECTS FOR CHAPTER NINE
100. Chapter 9: FOCUS ON THEORY: SEPARATION OF VARIABLES
101. Chapter 10: GEOMETRIC SERIES

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