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MA1310College Mathematics II
SYLLABUS
AND
STUDY GUIDE
, TABLE OF CONTENTS
SYLLABUS...................................................................................................................................................... . - 1 -
Course Summary................................................................................................................................................... - 2 -
Learning Materials and References ...................................................................................................................... - 3 -
Course Outline ...................................................................................................................................................... - 4 -
Evaluation and Grading ...................................................................................................................................... - 10 -
Study Guide ............................................................................................................................................................ - 12 -
Week 1................................................................................................................................................................ - 13 -
Week 2................................................................................................................................................................ - 17 -
Week 3................................................................................................................................................................ - 21 -
Week 4................................................................................................................................................................ - 26 -
Week 5................................................................................................................................................................ - 30 -
Week 6................................................................................................................................................................ - 35 -
Week 7................................................................................................................................................................ - 39 -
Week 8................................................................................................................................................................ - 43 -
Week 9................................................................................................................................................................ - 48 -
Week 10.............................................................................................................................................................. - 52 -
Week 11.............................................................................................................................................................. - 54 -
, MA131
College Mathematics II
SYLLABUS
Credit hours: 4.5
Contact/Instructional hours: 45 (45 Theory)
Prerequisite: MA1210 College Mathematics I or equivalent
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, College SYLLAB
COURSE
COURSE DESCRIPTION
This course will include the following concepts: exponential and logarithmic equations and functions, graphs of
trigonometric functions, trigonometric equations, polar coordinates, oblique triangles, vectors and sequences.
MAJOR INSTRUCTIONAL AREAS
1. Trigonometric Functions
2. Exponential and Logarithmic Functions
3. Additional Topics in Geometry
4. Conic Sections
5. Sequences and Probability
COURSE OBJECTIVES
1. Solve problems involving trigonometric functions of any angle.
2. Interpret the graphs of sine and cosine functions by constructing the graphs from their equations.
3. Evaluate the graphic characteristics of other trigonometric functions from their equations.
4. Interpret the graphs of logarithmic and exponentials functions by constructing the graphs from their
equations.
5. Solve logarithmic and exponential equations.
6. Solve problems involving oblique triangles and the area of a triangle.
7. Solve problems involving complex numbers and polar coordinates.
8. Solve problems requiring the use of vectors.
9. Interpret the graphs of conic sections by constructing the graphs from their equations.
10. Solve probability, combinatorial, and sequence problems.
11. Use the ITT Tech Virtual Library to research selected topics.
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