## Technical Mathematics with CalculusThis 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 students. Benefits: * 12 projects are interspersed throughout and integrate topics from various chapters, giving opportunities for students to get involved in comprehensive group work ? not currently offered in any other technical mathematics book * calculus-specific coverage includes derivatives, integrals, transcendental functions, parametric equations, vectors, polar coordinates, differential equations, and numerical methods and Laplace transforms * integrated calculator usage and all related discussions are up to date to reflect changes in calculator technology, with new calculator screen captures providing visuals for further clarification * more than 1,400 examples and 9,000 exercises -- many of which are application-oriented -- provide opportunities for solving problems and practicing what has been learned, while allowing the use of mathematics in situations like those to be encountered on the job * the companion web page contains additional projects, sample tests, student solutions, directions for using spreadsheets and different models of calculators, and PowerPoint materials |

### What people are saying - Write a review

User Review - Flag as inappropriate

Pages à faire: 85, 88, 92, 93, 108, 109, 287, 290 et 292.

### Contents

The Real Number System | 1 |

Algebraic Concepts and Operations | 62 |

Geometry | 111 |

Functions and Graphs | 170 |

An Introduction to Trigonometry | 230 |

Systems of Linear Equations and Determinants | 272 |

Factoring and Algebraic Fractions | 314 |

Vectors and Trigonometric Functions | 356 |

Trigonometric Formulas Identities and Equations | 855 |

Roller Coasters | 884 |

An Introduction to Calculus | 886 |

The Derivative | 926 |

Applications of Derivatives | 975 |

Integration | 1028 |

Balancing Act | 1121 |

Techniques of Integration | 1166 |

Roll Em | 396 |

Graphs of Trigonometric Functions | 449 |

Where Will It Fall? | 502 |

Exponential and Logarithmic Functions | 534 |

Statistics and Empirical Methods | 575 |

Do You Want Fries? | 615 |

An Introduction to Plane Analytic Geometry | 661 |

Bending Beams | 723 |

Systems of Equations and Inequalities | 753 |

Matrices | 786 |

Shaping Up | 816 |

Parametric Equations Vectors | 1218 |

Sound Out | 1254 |

Partial Derivatives and Multiple Integrals | 1260 |

Infinite Series | 1325 |

Lake Levels | 1355 |

HigherOrder Differential Equations | 1398 |

Numerical Methods and Laplace Transforms | 1422 |

APPENDIX A The Metric System | 1452 |

APPENDIX B Table of Integrals | 1463 |

1596 | |

### Common terms and phrases

angle answer APPLICATION approximate average axis base calculator called Chapter circle circuit common complex number constant Cont contains coordinates cost Cramer's rule curve denominator derivative Describe determine distance divide domain draw Electronics engineering ENTER equation EXAMPLE Exercises Explain expression factor formula fraction frequency function given gives graph ground height horizontal identity indicated inequality inverse length limit linear look matrix means measure method multiply negative Notice object original period placed Plot positive problem quadratic radius ratio real numbers represent resistance result roots rule sequence shown in Figure shows side sketch slope Solution solve Solve Exercises square triangle units values variables vector vertical voltage volume write