01886nam a2200325Ia 4500003000400000005001700004008004400021020001800065040002300083082002000106100002500126245006600151260004800217300001700265300001100282336000900293337001500302338001100317500001900328505094300347546001501290650001601305650001301321650002601334942004501360943001501405998001001420999001701430952011301447OSt20260803094245.0251212s2022    xx            000 0 und d     a9781119883654  cFEU CAVITE LIBRARY  a511.3 P31c 2022  aPatrickJMT, eauthor1 aCalculus: b1001 Practice Problems for dummies /cPatrickJMT.  aCanada :bJohn Wiley & Sons, Inc.,cc 2022.  axi, 587 pp.:  c25 cm.  atext  aunmediated  avolume  aIncludes index  aTable of Contents Introduction 1 Part 1: The Questions 5 Chapter 1: Algebra Review 7 Chapter 2: Trigonometry Review 17 Chapter 3: Limits and Rates of Change 29 Chapter 4: Derivative Basics 43 Chapter 5: The Product, Quotient, and Chain Rules 49 Chapter 6: Exponential and Logarithmic Functions and Tangent Lines 55 Chapter 7: Implicit Differentiation 59 Chapter 8: Applications of Derivatives 63 Chapter 9: Areas and Riemann Sums 75 Chapter 10: The Fundamental Theorem of Calculus and the Net Change Theorem 79 Chapter 11: Applications of Integration 87 Chapter 12: Inverse Trigonometric Functions, Hyperbolic Functions, and L'Hôpital's Rule 101 Chapter 13: U-Substitution and Integration by Parts 109 Chapter 14: Trigonometric Integrals, Trigonometric Substitution, and Partial Fractions 115 Chapter 15: Improper Integrals and More Approximating Techniques 123 Part 2: The Answers 127 Chapter 16: Answers and Explanations 129 Index 581  ain English  aMathematics  aCalculus  aMathematicsxCalculus  2lcccBKafjjumarange2024-07-08 10:49:02  d0f0g0h0  a12763  c12649d12649  00102ddc4070aBEDbBEDcBEDd2025-12-21oCIR 511.3 P31c 2022pSH0561r2026-06-18 00:00:00w2025-12-21yBK