Technical Mathematics with Calculus: With Calculus

Technical Mathematics with Calculus: With Calculus

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This version of Technical Mathematics with Calculus, 3E includes formal calculus concepts that are comprehensive in scope to help students prepare for technical, engineering technology, or scientific careers. Thorough coverage of precalculus topics provides a solid base for the presentation of more formal calculus concepts later in the book. This edition retains its easy-to-understand writing style and offers myriad application-oriented exercises and examples that will help students learn to use mathematics and technology in situations related to their future work. A companion web page has additional material for both faculty and more

Product details

  • Hardback | 1568 pages
  • 208.8 x 240.8 x 66.8mm | 2,834.99g
  • Cengage Learning, Inc
  • Delmar Cengage Learning
  • Clifton Park, United States
  • English
  • Revised
  • 3rd Revised edition
  • 0766861899
  • 9780766861893

Table of contents

The Real Number System. Algebraic Concepts and Operations of Equations. Geometry. Project 1: Building Design. Functions and Graphs. An Introduction to Trigonometry and Variation. Project 2: Chip Away. Systems of Linear Equations and Determinants. Factoring and Algebraic Fractions. Vectors and Trigonometric Functions. Project 3: Roll ?Em. Fractional and Quadratic Equations. Graphs of Trigonometric Functions. Project 4: Range Finder. Exponents and Radicals. Exponential and Logarithmic Functions. Statistics and Empirical Methods. Project 5: Do You Want . An Introduction to Plane Analytic Geometry. Project 6: Bending Beams. Higher Degree Equations. Systems of Equations and Inequalities. Matrices. Project 7: Shaping Up. Sequences, Series, and the Binomial Formula. Trigonometric Formulas, Identities, and Equations. Project 8: Roller Coaster. An Introduction to Calculus. The Derivative. Applications of Derivatives. Project 9: Fill It Up! Integration. Applications of Integration. Derivatives of Transcendental Functions. Techniques of Integration. Parametric Equations, Vectors, and Polar Coordinates. Partial Derivatives and Multiple Integrals. Infinite Series. First-Order Differential Equations. Second-Order Differential Equations. Numerical Methods and Laplace Transforms. The Metric System. Table of Integrals. more

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