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Total Size:
16.2 MB
Info Hash:
BD967C8B373847ED068A9320366EB0296423EDB9
Added By:
Added:
Oct. 27, 2025, 2:07 p.m.
Stats:
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(Last updated: Oct. 27, 2025, 2:08 p.m.)
| File | Size |
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| Readme.txt | 1.3 KB |
| Fernandez O. Calculus 2 Simplified. Integration and Infinite Series 2025.pdf | 16.2 MB |
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| Uploaded by andryold1 | Size 16.2 MB | Health [ 46 /13 ] | Added 2025-10-27 |
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NOTE
SOURCE: Fernandez O. Calculus 2 Simplified. Integration and Infinite Series 2025
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COVER
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MEDIAINFO
Textbook in PDF format From the author of Calculus Simplified, an accessible, personalized approach to Calculus 2. Second-semester calculus is rich with insights into the nature of infinity and the very foundations of geometry, but students can become overwhelmed as they struggle to synthesize the range of material covered in class. Oscar Fernandez provides a "Goldilocks approach" to learning the mathematics of integration, infinite sequences and series, and their applications--the right depth of insights, the right level of detail, and the freedom to customize your student experience. Learning calculus should be an empowering voyage, not a daunting task. Calculus 2 Simplified gives you the flexibility to choose your calculus adventure, and the right support to help you master the subject. Provides an accessible, user-friendly introduction to second-semester college calculus. The unique customizable approach enables students to begin first with integration (traditional) or with sequences and series (easier). Chapters are organized into mini lessons that focus first on developing the intuition behind calculus, then on conceptual and computational mastery. Features more than 170 solved examples that guide learning and more than 400 exercises, with answers, that help assess understanding. Includes optional chapter appendixes. Comes with supporting materials online, including video tutorials and interactive graphs. Preface. Before You Begin. To the Student. To the Instructor. The Fast-Track Introduction to Calculus 2. Integration Techniques and Approximations. Applications of Integration. Sequences and Series. Connections between Integration and Series. Epilogue. Appendixes A--D Precalculus and Calculus Review. Appendix E Integration Basics. Appendix F L'Hopital's Rule. Answers to Exercises. Blibliography. Index of Applications. Subject Index
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