Lecture notes and exercises in mathematics by Daniel Raies pdf


0

Lecture notes and exercises in mathematics by daniel raies pdf

Lecture notes and exercises in mathematics by daniel raies pdf : Pages 398

By Daniel Raies

Master of Science, Mathematics, The University of Akron
Pre-PhD Student, Mathematics, The University of Oregon

introduction 1
1.1 Readiness Check 3
2 new functions from old functions 5
2.1 Combinations of Functions 6
2.2 Composition of Functions 22
2.3 Inverse Functions 37
2.4 Periodic Functions 62
3 trigonometry in circles and triangles 79
3.1 Basic Geometry 80
3.2 The Sine and Cosine Functions 101
3.3 Special Angles 122
3.4 Graphs of Sine and Cosine 142
3.5 The Tangent Function 162
3.6 Inverse Trig Functions 178
4 trigonometric functions 189
4.1 Radians and Arc Length 190
4.2 Non-right Triangles 207
4.3 Sinusoidal Functions 228
4.4 Trigonometric Equations 252
4.5 Relationships and Graphs 274
5 vectors 287
5.1 Introduction to Vectors 288
5.2 Components of a Vector 308
5.3 The Dot Product 330
5.4 Applications of Vectors 353
5.5 Abstract Vectors 370
Appendix 385
bibliography 387
index 389

Lecture_Notes-4_0


Like it? Share with your friends!

0
WEB EDUCATION

0 Comments

Votre adresse e-mail ne sera pas publiée. Les champs obligatoires sont indiqués avec *