College Mathematics Syllabus C consists of 2 volumes (College Mathematics 1 and College Mathematics 2) and is a two-year series for 11th and 12th grades. Students in and out of schools can make good use of these books for self study. These two volumes provide a fundamental background knowledge of Mathematics for other College and University courses such as Physical and Biological Sciences, Computer Science, Economics, Management and Social Science, Statistics, Accountancy and Business Studies.
This series is deliberately comprehensive, brief and concise. Theorems and definitions are emphasized and there are examples to illustrate each new concept presented and to show different computational techniques involved. This direct approach allows students to grasp basic concepts and techniques clearly and quickly.
Exercises form an integral part of the book. They provide an opportunity for students to test their understanding of the concepts learnt and to acquire through practice, confidence in handling computational techniques. Answers to problems are also included.
There are no workbooks nor teacher's guides for this college math series. The textbook provides answer keys to the Textbook Exercises.
The series covers the following topics:
Algebra
Complex Numbers
Relations and Functions
Trigonometry
Vectors
Matrices and Transformations
Differential and Integral Calculus
Probability and Statistics
Kinematics, Dynamics and Statics
Author(s): Y M Chow, K M Koh, C J Koh, K D Ling, S Z Shee
Publisher: Pan Pacific
Year: 1984
Language: English
Pages: 358
Preface......Page 1
Content......Page 3
01 Matrices......Page 6
02 The Derivatives......Page 40
03 Application of Differentiation......Page 74
04 Indefinite Integral......Page 102
05 Definite Integral......Page 118
06 Polar Coordinates......Page 148
07 Differential Eqns......Page 176
08 Solution of Algebraic Eqns......Page 215
09 Probability......Page 226
10 Random Variables......Page 239
11 Special Distributions......Page 255
12 Statistical Inference......Page 270
13 Kinematics......Page 289
14 Dynamics......Page 302
15 Statics......Page 317
Answers......Page 324