MTH 113
Precalculus Trigonometry

Web Assisted Course

 
SYLLABUS ASSIGNMENTS TIPS ON TESTS
Welcome to "Precalculus Trigonometry"!  
 
This course includes the study of trigonometric (circular functions) and inverse trigonometric functions, and includes extensive work with trigonometric identities and trigonometric equations. The course also covers vectors, complex numbers, DeMoivre's Theorem, and polar coordinates. Additional topics may include conic sections, sequences, and using matrices to solve linear systems.

          Formula Database from Thinkquest
   Unit Circle Animation
Graphs of Trigonometric Functions
Graphs of Inverse Trigonometric Functions
Practice Using Trigonometric Identities
Practice Solving Trig Equations
Directional Bearings in Application Problems

 

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Check Your Grades:

 MW11:00

 

bout your Instructor

Instructor: Kim Ricketts 
E-mail:       kricketts@nwscc.edu
Phone:       256-331-5331
Office: Bldg 122, Bevill Center, Room 182

                                

 

WELCOME TO MTH 113 - Precalculus Trigonometry 

COURSE OBJECTIVES: Upon successfully completing Pre-Calculus Trigonometry, MTH 113, the student should be able to:

1.      Graph an angle in standard position; evaluate the six trigonometric functions and their co-functions for a given angle.

2.      Convert between radian and degree measure.

3.      Recall the six basic trigonometric functions and their co-functions for the common angles.

4.      Solve right triangles.

5.      Solve triangles using the Law of Cosines and the Law of Sines.

 6.      Recall the fundamental trigonometric identities and apply these to prove other identities or to solve trigonometric equations.

7.      Evaluate and graph the six basic trigonometric functions and their inverses.

8.      Write the trigonometric form of a complex number; represent complex numbers graphically; perform operations with these complex numbers (including multiply, divide, and find roots); apply DeMoivre’s Theorem.

 9.      Use polar coordinates and graph polar equations.

 10.  Perform the basic operations on vectors in a plane; find the dot product

of two vectors; use vectors to solve related applications.
 

SYLLABUS ASSIGNMENTS

   PRACTICE TESTS