Calculus Know-It-ALL

Name: Calculus Know-It-ALL
Author: Stan Gibilisco

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Paperback, blz. | Engels

McGraw-Hill Education | e druk, 2009

ISBN13: 9780071549318

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McGraw-Hill Education e druk, 2009 9780071549318

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Master calculus from the comfort of home!

Want to "know it ALL" when it comes to calculus? This book gives you the expert, one-on-one instruction you need, whether you're new to calculus or you're looking to ramp up your skills. Providing easy-to-understand concepts and thoroughly explained exercises, math whiz Stan Gibilisco serves as your own private tutor--without the expense! His clear, friendly guidance helps you tackle the concepts and problems that confuse you the most and work through them at your own pace.

Train your brain with ease! Calculus Know-It-ALL features: Checkpoints to help you track your knowledge and skill levelProblem/solution pairs and chapter-ending quizzes to reinforce learning Fully explained answers to all practice exercises A multiple-choice exam to prepare you for standardized tests "Extra Credit" and "Challenge" problems to stretch your mind

Stan's expert guidance gives you the know-how to: Understand mappings, relations, and functionsCalculate limits and determine continuityDifferentiate and integrate functionsAnalyze graphs using first and second derivativesDefine and evaluate inverse functionsUse specialized integration techniquesDetermine arc lengths, surface areas, and solid volumesWork with multivariable functionsTake college entrance examinations with confidence And much more!

Specificaties

ISBN13:9780071549318

Taal:Engels

Bindwijze:paperback

Uitgever:McGraw-Hill Education

Inhoudsopgave

Part I: Differentiation in One Variable Chapter 1. Single-Variable Functions Chapter 2. Limits and Continuity Chapter 3. What's a Derivative? Chapter 4. Derivatives Don't Always Exist Chapter 5. Differentiating Polynomial Functions Chapter 6. More Rules for Differentiation Chapter 7. A Few More Derivatives Chapter 8. Higher Derivatives Chapter 9. Analyzing Groups with Derivatives Chapter 10. Review Questions and Answers Part II: Integration in One Variable Chapter 11. What's an Integral? Chapter 12. Derivatives in Reverse Chapter 13. Three Rules for Integration Chapter 14. Improper Integrals Chapter 15. Integrating Polynomial Functions Chapter 16. Areas between Graphs Chapter 17. A Few More Integrals Chapter 18. How Long Is the Arc? Chapter 19. Special Integration Tricks Chapter 20. Review Questions and Answers Part III: Advanced Topics Chapter 21. Differentiating Inverse Functions Chapter 22. Implicit Differentiation Chapter 23. The L'Hopital Principles Chapter 24. Partial Derivatives Chapter 25. Second Partial Derivatives Chapter 26. Surface-Area and Volume Integrals Chapter 27. Repeated, Double, and Iterated Integrals Chapter 28. More Volume Integrals Chapter 29. What's a Differential Equation? Chapter 30. Review Questions and Answers Final Exam Appendix A: Worked-Out Solutions to Exercises: Chapter 1 - 9 Appendix B: Worked-Out Solutions to Exercises: Chapters 11 - 19 Appendix C: Worked-Out Solutions to Exercises: Chapters 21 - 29 Appendix D: Answers to Final Exam Questions Appendix E: Special Characters in Order of Appearance Appendix F: Table of Derivatives Appendix G: Table of Integrals Suggested Additional Reading Index

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