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Essential calculus : skills practice workbook with full solutions / Chris McMullen

By: Material type: TextTextPublication details: [Place of publication not identified] : Zishka, c2021Description: 141 pages ; 26 cmISBN:
  • 9781941691243
Subject(s): LOC classification:
  • QA 303 .M36 2021
Contents:
Introduction -- Chapter 1. Derivatives of polynomials -- Chapter 2. The chain rule, product rule, and quotient rule -- Chapter 3. Derivatives of trig functions -- Chapter 4. Derivatives of exponentials -- Chapter 5. Derivatives of logarithms -- Chapter 6. Second derivatives -- Chapter 7. Extreme values -- Chapter 8. Limits and l’Hôpital’s rule -- Chapter 9. Integrals of polynomials -- chapter 10. Definite integrals -- chapter 11. Integrals of trig functions -- Chapter 12. Integrals of exponentials and logarithms -- Chapter 13. Integration by polynomial substitution -- Chapter 14. Integration by trigonometric substitution -- Chapter 15. Integration by parts -- Chapter 16. Multiple integrals -- solutions.
Summary: “This workbook is designed to help practice essential calculus techniques, especially the art of finding derivatives and performing integrals. Each chapter focuses on one main topic such as how to apply the chain rule or how to perform an integral with a trigonometric substitution. Every chapter begins with a concise explanation of the main concept, followed by a few examples. The examples are fully solved step-by-step with explanations and should serve as a valuable guide for solving the practice problems. The solution to every practice exercise is tabulated at the back of the book” -- Introduction
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Item type Current library Collection Call number Materials specified Copy number Status Date due Barcode
Books Books NU Clark Circulation Non-fiction GC QA 303 .M36 2021 c.1 (Browse shelf(Opens below)) c.1 Available NUCLA000003233
Books Books NU Clark Circulation Non-fiction GC QA 303 .M36 2021 c.2 (Browse shelf(Opens below)) c.2 Available NUCLA000005483

Introduction -- Chapter 1. Derivatives of polynomials -- Chapter 2. The chain rule, product rule, and quotient rule -- Chapter 3. Derivatives of trig functions -- Chapter 4. Derivatives of exponentials -- Chapter 5. Derivatives of logarithms -- Chapter 6. Second derivatives -- Chapter 7. Extreme values -- Chapter 8. Limits and l’Hôpital’s rule -- Chapter 9. Integrals of polynomials -- chapter 10. Definite integrals -- chapter 11. Integrals of trig functions -- Chapter 12. Integrals of exponentials and logarithms -- Chapter 13. Integration by polynomial substitution -- Chapter 14. Integration by trigonometric substitution -- Chapter 15. Integration by parts -- Chapter 16. Multiple integrals -- solutions.

“This workbook is designed to help practice essential calculus techniques, especially the art of finding derivatives and performing integrals. Each chapter focuses on one main topic such as how to apply the chain rule or how to perform an integral with a trigonometric substitution. Every chapter begins with a concise explanation of the main concept, followed by a few examples. The examples are fully solved step-by-step with explanations and should serve as a valuable guide for solving the practice problems. The solution to every practice exercise is tabulated at the back of the book” -- Introduction

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