John C. Peterson is a retired professor of mathematics at Chattanooga State Community College, Chattanooga, Tennessee, where he received the Teaching Excellence Award. His professional experience includes teaching at middle school, high school and university levels as well as working in the industry. In addition to MATHEMATICS FOR MACHINE TECHNOLOGY, 8th Edition, Dr. Peterson has authored or co-authored four other Cengage books: INTRODUCTORY TECHNICAL MATHEMATICS, TECHNICAL MATHEMATICS, TECHNICAL MATHEMATICS WITH CALCULUS and MATH FOR THE AUTOMOTIVE TRADE. A member of the team that revised the 2015 College Board of Mathematical Sciences cross-sectional survey of undergraduate mathematical science programs, Dr. Peterson has also served as a vice president of The American Mathematical Association of Two-Year Colleges. He has published over 90 journal papers and given more than 200 presentations. Dr. Peterson earned his Ph.D. in mathematics education from The Ohio State University. Robert D. Smith was Associate Professor Emeritus of Industrial Technology at Central Connecticut State University, New Britain, Connecticut. In addition to his teaching experience, Mr. Smith worked in the manufacturing industry as a tool designer, quality control engineer and chief manufacturing engineer. He has also been active in teaching applied mathematics, physics and industrial materials and processes on the secondary school level and in apprenticeship programs.

• Part I: FUNDAMENTALS OF GENERAL MATHEMATICS. 1. Whole Numbers.2. Common Fractions.3. Decimal Fractions.4. Ratio and Proportion.5. Percents.6. Signed Numbers.Part II: MEASUREMENT. 7. Precision, Accuracy, and Tolerance.8. Customary Measurement Units.9. Metric Measurement Units.10. Steel Rules and Vernier Calipers.11. Micrometers.Part III: FUNDAMENTALS OF ALGEBRA. 12. Introduction to Algebra.13. Basic Algebraic Operations.14. Simple Equations.15. Complex Equations.16. The Cartesian Coordinate System and Graphs of Linear Equations.17. Systems of Equations.18. Quadratic Equations.Part IV: FUNDAMENTALS OF PLANE GEOMETRY. 19. Introduction to Plane Geometry.20. Angular Measure.21. Angular Geometric Principles.22. Triangles.23. Congruent and Similar Figures.24. Polygons.25. Circles.Part V: GEOMETRIC FIGURES: AREAS AND VOLUMES.26. Areas of Common Polygons.27. Areas of Circles, Sectors, Segments, and Ellipses.28. Prisms and Cylinders: Volumes, Surface Areas, and Weights.29. Pyramids and Cones: Volumes, Surface Areas, and Weights.30. Spheres and Composite Figures: Volumes, Surface Areas, and Weights.Part VI: BASIC STATISTICS. 31. Graphs: Bar, Circle, and Line.32. Statistics.Part VII: FUNDAMENTALS OF TRIGONOMETRY. 33. Introduction to Trigonometric Functions.34. Trigonometric Functions with Right Triangles.35. Practical Applications with Right Triangles.36. Functions of Any Angle, Oblique Triangles.37. Vectors.Appendix A: United States Customary and Metric Units of Measure. Appendix B: Formulas for Areas (A) of Plane Figures. Appendix C: Formulas for Volumes and Areas of Solid Figures. Appendix D: Answers to Odd-Numbered Exercises.

John C. Peterson is a retired professor of mathematics at Chattanooga State Community College, Chattanooga, Tennessee, where he received the Teaching Excellence Award. His professional experience includes teaching at middle school, high school and university levels as well as working in the industry. In addition to MATHEMATICS FOR MACHINE TECHNOLOGY, 8th Edition, Dr. Peterson has authored or co-authored four other Cengage books: INTRODUCTORY TECHNICAL MATHEMATICS, TECHNICAL MATHEMATICS, TECHNICAL MATHEMATICS WITH CALCULUS and MATH FOR THE AUTOMOTIVE TRADE. A member of the team that revised the 2015 College Board of Mathematical Sciences cross-sectional survey of undergraduate mathematical science programs, Dr. Peterson has also served as a vice president of The American Mathematical Association of Two-Year Colleges. He has published over 90 journal papers and given more than 200 presentations. Dr. Peterson earned his Ph.D. in mathematics education from The Ohio State University. Robert D. Smith was Associate Professor Emeritus of Industrial Technology at Central Connecticut State University, New Britain, Connecticut. In addition to his teaching experience, Mr. Smith worked in the manufacturing industry as a tool designer, quality control engineer and chief manufacturing engineer. He has also been active in teaching applied mathematics, physics and industrial materials and processes on the secondary school level and in apprenticeship programs.

• Part I: FUNDAMENTALS OF GENERAL MATHEMATICS. 1. Whole Numbers.2. Common Fractions.3. Decimal Fractions.4. Ratio and Proportion.5. Percents.6. Signed Numbers.Part II: MEASUREMENT. 7. Precision, Accuracy, and Tolerance.8. Customary Measurement Units.9. Metric Measurement Units.10. Steel Rules and Vernier Calipers.11. Micrometers.Part III: FUNDAMENTALS OF ALGEBRA. 12. Introduction to Algebra.13. Basic Algebraic Operations.14. Simple Equations.15. Complex Equations.16. The Cartesian Coordinate System and Graphs of Linear Equations.17. Systems of Equations.18. Quadratic Equations.Part IV: FUNDAMENTALS OF PLANE GEOMETRY. 19. Introduction to Plane Geometry.20. Angular Measure.21. Angular Geometric Principles.22. Triangles.23. Congruent and Similar Figures.24. Polygons.25. Circles.Part V: GEOMETRIC FIGURES: AREAS AND VOLUMES.26. Areas of Common Polygons.27. Areas of Circles, Sectors, Segments, and Ellipses.28. Prisms and Cylinders: Volumes, Surface Areas, and Weights.29. Pyramids and Cones: Volumes, Surface Areas, and Weights.30. Spheres and Composite Figures: Volumes, Surface Areas, and Weights.Part VI: BASIC STATISTICS. 31. Graphs: Bar, Circle, and Line.32. Statistics.Part VII: FUNDAMENTALS OF TRIGONOMETRY. 33. Introduction to Trigonometric Functions.34. Trigonometric Functions with Right Triangles.35. Practical Applications with Right Triangles.36. Functions of Any Angle, Oblique Triangles.37. Vectors.Appendix A: United States Customary and Metric Units of Measure. Appendix B: Formulas for Areas (A) of Plane Figures. Appendix C: Formulas for Volumes and Areas of Solid Figures. Appendix D: Answers to Odd-Numbered Exercises.

John C. Peterson is a retired professor of mathematics at Chattanooga State Community College, Chattanooga, Tennessee, where he received the Teaching Excellence Award. His professional experience includes teaching at middle school, high school and university levels as well as working in the industry. In addition to MATHEMATICS FOR MACHINE TECHNOLOGY, 8th Edition, Dr. Peterson has authored or co-authored four other Cengage books: INTRODUCTORY TECHNICAL MATHEMATICS, TECHNICAL MATHEMATICS, TECHNICAL MATHEMATICS WITH CALCULUS and MATH FOR THE AUTOMOTIVE TRADE. A member of the team that revised the 2015 College Board of Mathematical Sciences cross-sectional survey of undergraduate mathematical science programs, Dr. Peterson has also served as a vice president of The American Mathematical Association of Two-Year Colleges. He has published over 90 journal papers and given more than 200 presentations. Dr. Peterson earned his Ph.D. in mathematics education from The Ohio State University. Robert D. Smith was Associate Professor Emeritus of Industrial Technology at Central Connecticut State University, New Britain, Connecticut. In addition to his teaching experience, Mr. Smith worked in the manufacturing industry as a tool designer, quality control engineer and chief manufacturing engineer. He has also been active in teaching applied mathematics, physics and industrial materials and processes on the secondary school level and in apprenticeship programs.

• Part I: FUNDAMENTALS OF GENERAL MATHEMATICS. 1. Whole Numbers.2. Common Fractions.3. Decimal Fractions.4. Ratio and Proportion.5. Percents.6. Signed Numbers.Part II: MEASUREMENT. 7. Precision, Accuracy, and Tolerance.8. Customary Measurement Units.9. Metric Measurement Units.10. Steel Rules and Vernier Calipers.11. Micrometers.Part III: FUNDAMENTALS OF ALGEBRA. 12. Introduction to Algebra.13. Basic Algebraic Operations.14. Simple Equations.15. Complex Equations.16. The Cartesian Coordinate System and Graphs of Linear Equations.17. Systems of Equations.18. Quadratic Equations.Part IV: FUNDAMENTALS OF PLANE GEOMETRY. 19. Introduction to Plane Geometry.20. Angular Measure.21. Angular Geometric Principles.22. Triangles.23. Congruent and Similar Figures.24. Polygons.25. Circles.Part V: GEOMETRIC FIGURES: AREAS AND VOLUMES.26. Areas of Common Polygons.27. Areas of Circles, Sectors, Segments, and Ellipses.28. Prisms and Cylinders: Volumes, Surface Areas, and Weights.29. Pyramids and Cones: Volumes, Surface Areas, and Weights.30. Spheres and Composite Figures: Volumes, Surface Areas, and Weights.Part VI: BASIC STATISTICS. 31. Graphs: Bar, Circle, and Line.32. Statistics.Part VII: FUNDAMENTALS OF TRIGONOMETRY. 33. Introduction to Trigonometric Functions.34. Trigonometric Functions with Right Triangles.35. Practical Applications with Right Triangles.36. Functions of Any Angle, Oblique Triangles.37. Vectors.Appendix A: United States Customary and Metric Units of Measure. Appendix B: Formulas for Areas (A) of Plane Figures. Appendix C: Formulas for Volumes and Areas of Solid Figures. Appendix D: Answers to Odd-Numbered Exercises.