An edition of Precalculus with limits (2008)

Precalculus with Limits

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Cover of: Precalculus with Limits by Ron Larson
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August 24, 2021 | History
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An edition of Precalculus with limits (2008)

Precalculus with Limits

by

  • 1 Want to read

1337 book for da kidz in pre calc!! O:<

Publish Date
Publisher
Houghton Mifflin

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Previews available in: English

Subjects

Calculus, Textbooks, Mathematics
Edition Availability
Cover of: Precalculus with limits
Precalculus with limits
2011, Cengage Learning
in English - 2nd edition.
Cover of: Precalculus with Limits
Precalculus with Limits
2008, Houghton Mifflin
Hardcover

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Book Details

First Sentence

"NO U."

Table of Contents

Unit 1. Functions and Advanced Algebra
Page 2
Chapter 1. Functions and Graphing
Page 3
1-1. Coordinates, Distance, and Midpoint
Page 4
1-2. Graphs of Equations
Page 10
1-3. Linear Equations and Slope
Page 17
1-4. Functions
Page 22
1-5. Graphical Analysis
Page 27
1-6. Parent Functions and Transformations
Page 31
1-7. Opperations on Functions and Compositions
Page 38
1-8. Inverse Functions
Page 45
1-9. Variations and Mathematical Modeling
Page 49
Chapter Review
Page 55
Practice Test
Page 59
Chapter 2. Polynomial and Rational Functions
Page 62
2-1. Quadratic Functions and their Graphs
Page 64
2-2. Polynomial Functions and their Graphs
Page 69
2-3. Polynomial Long and Synthetic Division
Page 73
2-4. Complex Numbers
Page 77
2-5. Zeros of Polynomial Functions
Page 81
2-6. Rational Functions and Their Graphs
Page 87
2-7. Rational Equations and Inequalities
Page 92
2-8. Quadratic and Polynomial Inequalities
Page 97
Chapter Review
Page 102
Practice Test
Page 106
Chapter 3. Exponential and Logarithmic Functions
Page 109
3-1. Exponential Growth and Decay
Page 111
3-2. Logarithmic Functions and Their Graphs
Page 117
3-3. Properties of Logarithms
Page 122
3-4. Exponential And Logarithmic Equations and Ineqialities
Page 128
3-5. Applications of Exponential and Logarithmic Functions
Page 133
Chapter Review
Page 140
Practice Test
Page 144
Chapter 4. Systems of Equations and Matricies
Page 145
4-1. Solving Systems in Two Variables
Page 147
4-2. Solving Multi-Variable Systems
Page 152
4-3. Solving Non-Linear Systems of Inequalities
Page 157
4-4. Martices and Systems of Equations
Page 162
4-5. Opperations with Matricies
Page 167
4-6. Determinants and Inverse Matricies
Page 171
4-7. Applications of Matrices
Page 176
Chapter Review
Page 181
Practice Test
Page 186
Unit 2. Trigonometry and Vectors
Page 188
Chapter 5. Trigonometry
Page 189
5-1. Radian And Degree Measurememts
Page 191
5-2. The Unit Circle
Page 195
5-3. Angles and Quadrants
Page 198
5-4. Trigonometric Functions of Any Angle
Page 203
Chapter Review
Page 207
Practice Test
Page 210
Chapter 6. Graphing Trigonometric Functions
Page 212
6-1. Measuring Period, Frequency, and Amplitude
Page 214
6-2. Graphing Basic Trigonometric Functions
Page 217
6-3. Graphing Other Trigonometric Functions
Page 221
6-4. Inverse Trigonometric Functions
Page 227
Chapter Review
Page 231
Practice Test
Page 234
Chapter 7. Trigonometric Identites and Equations
Page 236
7-1. Trigonometric Identities and Expressions
Page 238
7-2. Proving Trigonometric Identities
Page 243
7-3. Solving Trigonometric Equations
Page 248
7-4. Sum and Difference Formulas
Page 251
7-5. Multiple Angle and Product to Sum Formulas
Page 257
Chapter Review
Page 261
Practice Test
Page 264
Chapter 8. Solving Triangles and Vector Opperations
Page 266
8-1. Law of Sines and Cosines
Page 268
8-2. Vectors in the Plane
Page 276
8-3. Vector Opperations
Page 280
8-4. The Absolute Value and Trigonometric Form of Complex Numbers
Page 284
Chapter Review
Page 288
Practice Test
Page 292
Unit 3. Advanced Graphing and Statistics
Page 294
Chapter 9. Conic Sections
Page 296
9-1. Lines and Inclination
Page 298
9-2. Parabolas
Page 272
9-3. Elipses
Page 275
9-4. Hyperbolas
Page 279
9-5. Rotations of Conic Sections
Page 284
Chapter Review
Page 289
Practice Test
Page 293
Chapter 10. Parametric Equations and Polar Coordiates
Page 295
10-1. Parametric Equations
Page 297
10-2. Polar Coordinates
Page 302
10-3. Graphs of Polar Equations
Page 307
10-4. Polar Form of Conic Sections
Page 313
Chapter Review
Page 318
Practice Test
Page 322
Unit 4. Introduction to Calculus
Page 324
Chapter 11. Calculus: Concepts and Ideas
Page 326
11-1. The Algebra of Calculus
Page 328
11-2. Partial Frations
Page 332
11-3. Limits and Continuity
Page 336
11-4. Rate of Change and Derivatives
Page 341
11-5. Anti-Derivatives and Integration
Page 347
11-6. Area Under a Curve
Page 352
Chapter Review
Page 358
Practice Test
Page 362
Apendix. Apendix
Page 364
Apendix A. Proofs in Mathematics
Page 366
Apendix B. Extra Practice
Page 381
Apendix C. Selected Answers
Page 393
Apendix D. Glossary
Page 454
Apendix E. Index
Page 490
Apendix F. Acknowledgements
Page 500

Edition Notes

umad?

also, i hurd you liek mudkipz? is this true?

Classifications

Library of Congress
QA107.2 .L37 2007

The Physical Object

Format
Hardcover

Edition Identifiers

Open Library
OL11010369M
ISBN 10
0618751718
ISBN 13
9780618751716
OCLC/WorldCat
144668549
Goodreads
2150249

Work Identifiers

Work ID
OL24876281W

Source records

Internet Archive item record
Promise Item
ISBNdb

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August 24, 2021 Created by ImportBot import existing book