Math 25 Information Page
Math 25-Trigonometry-Fall 2007-Syllabus Word Document
Section 1638, TTh 2-3:30pm, V10
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Course Description:
This course will be an in-depth study of trigonometric functions, right triangle trigonometry, identities, inverse trigonometric functions, trigonometric equations, complex numbers including DeMoivre’s Theorem, and polar coordinates and equations. Applications will be emphasized throughout the course.
*I will assume that you have already mastered the prerequisite material in Math C or an equivalent intermediate algebra course.
Textbook: Analytic Trigonometry with Applications, by Barnett, et. al., 9th edition.
Other supplies: You will need an inexpensive protractor, compass and small ruler to use in class.
Calculator: A graphing calculator is recommended for this class. I will use the TI-86 in classroom demonstrations.
Math Lab/Tutoring:
Expected Student Outcomes:
Upon completion of the course the student is expected to be able to:
A. Measure angles and arcs, using both radian and degree measurement.
B. Calculate trigonometric functions of an angle given in either radian or degree measure from common triangles, reference triangles and from the unit circle, as well as with a calculator.
C. Solve problems using the relationships of sides in special triangles.
D. Identify the domain and range of trigonometric functions and their inverses.
E. Construct (both on paper and with a graphing calculator) and recognize graphs of trigonometric functions and their inverses using translation, amplitude and phase shifts.
F. Analyze and prove trigonometric identities, and make substitutions using those identities.
G. Calculate missing sides of right and non-right triangles, using the basic trigonometric functions, the Law of Sines and the Law of Cosines.
H. Solve conditional trigonometric equations.
I. Solve word problems using trigonometric concepts.
J. Set up and solve problems using the concepts of vectors, including vector addition.
K. Construct graphs of trigonometric functions using polar coordinates.
L. Calculate operations on complex numbers utilizing trigonometry.
M. Calculate powers and roots using DeMoivre’s Theorem.
Homework Assignments:
Cooperative Projects: cooperative team projects will be scheduled this semester. You must attend class on the scheduled days to receive credit for these assignments.
Tests:
Quizzes:
Final Exam: The Final Exam will be a comprehensive two-hour exam; Thursday, Dec. 13th 2-4pm. I will provide the materials needed for the final exam.
Attendance:
Name: Name:
Contact number: Contact number:
E-mail: E-mail:



Grading:
Your grade will be computed as follows:
Grade percentage= 10(earned homework points divided by the total possible points in this category)+10(earned quiz points divided by the total possible points in this category)+65(earned exam points divided by the total possible points in this category)+15(earned final exam points divided by the total possible points in this category
*To compute your grade prior to the final, exclude the final exam portion and divide the total by 85.
Academic Honesty:
1st offense: If you are caught cheating you will receive a grade of zero on that quiz or test.
2nd offense: If you are caught a second time I will petition to have you dropped from the course. This will result in a notation of this on your academic record.
Miscellaneous:
*This syllabus and all dates herein are tentative and subject to change at the instructor’s discretion.