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Cracking the AP Calculus AB Exam 2020 Premium Edition, Premium Edition [Mīkstie vāki]

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  • Formāts: Paperback / softback, 752 pages, height x width: 276x213 mm
  • Sērija : College Test Prep
  • Izdošanas datums: 06-Aug-2019
  • Izdevniecība: Random House USA Inc
  • ISBN-10: 052556814X
  • ISBN-13: 9780525568148
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Cracking the AP Calculus AB Exam 2020 Premium Edition, Premium EditionPalielināt
  • Formāts: Paperback / softback, 752 pages, height x width: 276x213 mm
  • Sērija : College Test Prep
  • Izdošanas datums: 06-Aug-2019
  • Izdevniecība: Random House USA Inc
  • ISBN-10: 052556814X
  • ISBN-13: 9780525568148
Citas grāmatas par šo tēmu:
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Make sure you&;re studying with the most up-to-date prep materials! Look for the newest edition of this title, Princeton Review AP Calculus AB Premium Prep, 2021 (ISBN: 9780525569442, on-sale August 2020).
 
Publisher's Note: Products purchased from third-party sellers are not guaranteed by the publisher for quality or authenticity, and may not include access to online tests or materials included with the original product.
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Part I: Using This Book to Improve Your AP Score 1(6)
Preview: Your Knowledge, Your Expectations
2(1)
Your Guide to Using This Book
2(1)
How to Begin
3(4)
Part II: Practice Test 1 7(58)
Practice Test 1
9(28)
Practice Test 1: Answers and Explanations
37(28)
Part Ill: About the AP Calculus AB Exam 65(8)
AB Calculus vs. BC Calculus
66(1)
The Structure of the Calculus Exam
66(1)
How the AP Calculus AB Exam is Scored
67(1)
Overview of Content Topics
67(3)
General Overview of This Book
70(1)
How AP Exams Are Used
71(1)
Other Resources
71(1)
Designing Your Study Plan
72(1)
Part IV: Test-Taking Strategies for the AP Calculus AB Exam 73(10)
1 How to Approach Multiple-Choice Questions
75(4)
2 How to Approach Free-Response Questions
79(4)
Part V: Content Review for the AP Calculus AB Exam 83(448)
Unit 1: Differential Calculus Essentials
85(2)
3 Limits
87(14)
What is a Limit?
88(5)
Limits of Trigonometric Functions
93(4)
Practice Problem Set 1
97(3)
End of
Chapter 3 Drill
100(1)
4 Continuity
101(12)
The Definition of Continuity
102(2)
Types of Discontinuities
104(6)
Practice Problem Set 2
110(2)
End of
Chapter 4 Drill
112(1)
5 The Definition of the Derivative
113(12)
Deriving the Formula
114(5)
Differentiability
119(3)
Practice Problem Set 3
122(1)
End of
Chapter 5 Drill
123(2)
6 Basic Differentiation
125(28)
Notation
126(1)
The Power Rule
127(2)
The Addition Rule
129(1)
Higher Order Derivatives
130(1)
Practice Problem Set 4
131(1)
The Product Rule
132(1)
The Quotient Rule
133(2)
The Chain Rule
135(4)
Practice Problem Set 5
139(1)
Derivatives of Trig Functions
140(5)
Graphical Derivatives
145(4)
Practice Problem Set 6
149(2)
End of
Chapter 6 Drill
151(2)
7 Implicit Differentiation
153(16)
How to Do It
154(6)
Second Derivatives
160(3)
Practice Problem Set 7
163(1)
End of
Chapter 7 Drill
164(3)
Unit 2: Differential Calculus Applications
167(2)
8 Basic Applications of the Derivative
169(16)
Equations of Tangent Lines and Normal Lines
170(6)
Practice Problem Set 8
176(1)
The Mean Value Theorem for Derivatives
177(2)
Rolle's Theorem
179(3)
Practice Problem Set 9
182(1)
End of
Chapter 8 Drill
183(2)
9 Maxima, Minima, and Curve Stretching
185(30)
Applied Maxima and Minima Problems
186(11)
Practice Problem Set 10
197(1)
Curve Sketching
198(15)
Practice Problem Set 11
213(1)
End of
Chapter 9 Drill
214(1)
10 Motion
215(14)
Related Rates
216(5)
Practice Problem Set 12
221(1)
Position, Velocity, and Acceleration
221(5)
Practice Problem Set 13
226(1)
End of
Chapter 10 Drill
227(2)
11 Derivatives of Exponential and Logarithmic Functions
229(10)
The Derivative of In x
230(1)
The Derivative of ex
231(1)
The Derivative of logax
232(1)
The Derivative of ax
233(3)
Practice Problem Set 14
236(1)
End of
Chapter 11 Drill
237(2)
12 Other Topics in Differential Calculus
239(18)
The Derivative of an Inverse Function
240(3)
Practice Problem Set 15
243(1)
Linearization
244(3)
Practice Problem Set 16
247(1)
L'Hopital's Rule
248(4)
Practice Problem Set 17
252(1)
End of
Chapter 12 Drill
253(2)
Unit 3: Integral Calculus Essentials
255(2)
13 The Integral
257(16)
The Antiderivative
258(2)
Integrals of Trig Functions
260(1)
Addition and Subtraction
260(4)
Practice Problem Set 18
264(1)
u-Substitution
265(5)
Practice Problem Set 19
270(1)
End of
Chapter 13 Drill
271(2)
14 Definite Integrals
273(30)
Area Under a Curve
274(7)
Tabular Riemann Sums
281(9)
Practice Problem Set 20
290(1)
The Mean Value Theorem for Integrals
291(9)
Practice Problem Set 21
300(1)
End of
Chapter 14 Drill
301(2)
15 Integrals of Exponential, Logarithmic, and Trig Functions
303(20)
Inverse Trig Functions
304(6)
Practice Problem Set 22
310(1)
More Integrals of Trig Functions
311(3)
Integrating ex and ax
314(4)
Practice Problem Set 23
318(1)
End of
Chapter 15 Drill
319(2)
Unit 4: Integral Calculus Applications
321(2)
16 The Area Between Two Curves
323(14)
Vertical Slices
324(3)
Horizontal Slices
327(7)
Practice Problem Set 24
334(1)
End of
Chapter 16 Drill
335(2)
17 The Volume of a Solid of Revolution
337(24)
Washers and Disks
338(7)
Cylindrical Shells
345(4)
Volumes of Solids with Known Cross-Sections
349(7)
Practice Problem Set 25
356(2)
End of
Chapter 17 Drill
358(3)
18 Differential Equations
361(12)
Separation of Variables
362(4)
Slope Fields
366(3)
Practice Problem Set 26
369(2)
End of
Chapter 18 Drill
371(2)
19 Solutions to Practice Problem Sets
373(128)
20 Solutions to End of
Chapter Drills
501(30)
Part VI: Practice Tests 2 and 3 531(110)
Practice Test 2
533(28)
Practice Test 2: Answers and Explanations
561(22)
Practice Test 3
583(32)
Practice Test 3: Answers and Explanations
615(26)
Part VII: Additional Practice Tests 641(94)
Practice Test 4
643(26)
Practice Test 4: Answers and Explanations
669(20)
Practice Test 5
689(26)
Practice Test 5: Answers and Explanations
715(20)
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