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Hawkes Learning Systems:ESSENTIAL CALCULUS
ISBN:0-918091-94-2 or 978-0-918091-94-9

Bundled with
ESSENTIAL CALCULUS, 2/E 

D. Franklin Wright, Spencer P. Hurd, Bill D. New
ISBN: 0-918091-93-4 or 978-0-918091-93-2

 
Chapter 1: Functions, Models and Graphs
1.1 Real Numbers and Number Lines
1.2 Integer Exponents
1.3 Fractional Exponents and Radicals
1.4 Polynomials
1.5 Lines and Their Graphs
1.6a An Introduction to Functions
1.6b Operations with Functions
1.7 Functions and Their Graphs: A Calculator Section
1.8 Functions and Models
  Chapter 2: Limits, Slopes, and the Derivative  
2.1a Left and Right Hand Limits
2.1b Limits
2.2a Average Rate of Change
2.2b Instantaneous Rate of Change and Interpreting Graphs
2.3a Definition of the Derivative and Power Rule
2.3b Slope and Rate of Change Considered Algebraically
2.4 Applications: Marginal Analysis
2.5a More About Limits
2.5b More About Continuity
  Chapter 3: Algebraic Differentiation Rules  
3.1 Product and Quotient Rules
3.2 The Chain Rule and the General Power Rule
3.3 Implicit Differentiation and Related Rates
3.4a Local Extrema
3.4b Critical Points and the First Derivatice Test
3.5 Absolute Maximum and Minimum
  Chapter 4: Applications of the Derivative  
4.1a Higher Order Derivatives and Concavity
4.1b Higher Order Derivatives: the Second Derivative Test
4.2 Curve Sketching: Polynomial Functions
4.3 Curve Sketching: Rational Functions
4.4 Business Applications
4.5 Other Applications
4.6 Differentials
  Chapter 5: Exponential and Logarithmic Functions  
5.1 Exponential Functions
5.2 The Algebra of the Natural Logarithm Function
5.3 Differentiation of Logarithmic Functions
5.4 Differentiation of Exponential Functions
5.5a Applications of Exponential Functions: Growth and Decay
5.5b Logarithmic Differentiation and Elasticity of Demand
Chapter 6: Integration with Applications
6.1 The Indefinite Integral
6.2 Integration by Substitution
6.3a The Fundamental Theorem of Calculus
6.3b The Definite Integral
6.4 Area (with Applications)
6.5 Area Between Two Curves (with Applications)
6.6 Differential Equations
  Chapter 7: Additional Integration Topics  
7.1 Integration by Parts
7.2 Annuities and Income Streams
7.3 Tables of Integrals
7.4 Improper Integrals
7.5 Probability
7.6 Volume
  Chapter 8: Multivariable Calculus  
8.1 Functions of Several Variables
8.2 Partial Derivatives
8.3 Local Extrema for Functions of Two Variables
8.4 Lagrange Multipliers
8.5 The Method of Least Squares
8.6 Double Integrals
  Chapter 9: The Trigonometric Functions  
9.1 The Trigonometric Functions
9.2 Derivatives of the Trigonometric Functions
9.3 Integration of the Trigonometric Functions
9.4 Inverse Trigonometric Functions
  Chapter 10: Sequences, Taylor Polynomials, and Power Series  
10.1 Infinite Sequences
10.2 Taylor Polynomials
10.3 Taylor Series, Infinite Expressions, and Their Applications