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Trigonometry Course (MAC 1114) - Area II Requirements for AA and AS General Education, Study notes of Trigonometry

A three-hour per week trigonometry course (mac 1114) that meets area ii requirements for aa and as general education. Prerequisite is mac 1105 or equivalent. Topics include trigonometric functions and applications, analytic trigonometry, vectors, complex numbers, parametric equations, polar coordinates, and equations. Students will be able to determine angle measurements in degrees and radians, graph six basic trigonometric functions, and apply inverse trigonometric functions, among other skills.

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Uploaded on 08/18/2009

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MAC 1114 - TRIGONOMETRY
Catalog Description:
(3) (A.A.) Three hours lecture per week. Prerequisite: MAC 1105 or equivalent. This
course meets Area II requirements for both A.A. General Education Requirements
and A.S. General Education Requirements. Topics include the study of trigonometric
functions and applications, analytic trigonometry, vectors, trigonometric form of complex
numbers, parametric equations, polar coordinates and equations. This course, along with
MAC 1140, is a prerequisite for the Calculus sequence. Use of a graphing calculator is
integrated throughout this course.
Performance Standards:
Upon successful completion of this course the student will be able to:
1. Determine the measurements of angles in degrees and in radians.
2. Know the definitions of the six trigonometric functions with respect to right
triangle ratios.
3. Graph the six basic trigonometric functions, and be able to identify changes in
period, amplitude, and phase shift.
4. Solve application problems involving right triangles.
5. Use the inverse trigonometric functions and demonstrate knowledge of their
ranges.
6. Graph the inverse trigonometric functions (y = sin-1 x, y = cos –1 x, and y = tan –1
x).
7. Prove trigonometric identities.
8. Solve trigonometric equations.
9. Apply the Law of Sines and the Law of Cosines to find unknown angles and/or
side lengths of triangles, and to use this skill in application problems.
10. Use polar coordinates and graph polar equations.
11. Write complex numbers in polar form, compute multiplications, divisions, and
powers of complex numbers in polar form, and apply DeMoivre’s Theorem to
find complex roots.
12. Know and use basic properties of vectors.
Date of Last Revision: April 1, 2002

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MAC 1114 - TRIGONOMETRY

Catalog Description: (3) (A.A.) Three hours lecture per week. Prerequisite: MAC 1105 or equivalent. This course meets Area II requirements for both A.A. General Education Requirements and A.S. General Education Requirements. Topics include the study of trigonometric functions and applications, analytic trigonometry, vectors, trigonometric form of complex numbers, parametric equations, polar coordinates and equations. This course, along with MAC 1140, is a prerequisite for the Calculus sequence. Use of a graphing calculator is integrated throughout this course. Performance Standards: Upon successful completion of this course the student will be able to:

  1. Determine the measurements of angles in degrees and in radians.
  2. Know the definitions of the six trigonometric functions with respect to right triangle ratios.
  3. Graph the six basic trigonometric functions, and be able to identify changes in period, amplitude, and phase shift.
  4. Solve application problems involving right triangles.
  5. Use the inverse trigonometric functions and demonstrate knowledge of their ranges.
  6. Graph the inverse trigonometric functions (y = sin-1^ x, y = cos –1^ x, and y = tan – x).
  7. Prove trigonometric identities.
  8. Solve trigonometric equations.
  9. Apply the Law of Sines and the Law of Cosines to find unknown angles and/or side lengths of triangles, and to use this skill in application problems.
  10. Use polar coordinates and graph polar equations.
  11. Write complex numbers in polar form, compute multiplications, divisions, and powers of complex numbers in polar form, and apply DeMoivre’s Theorem to find complex roots.
  12. Know and use basic properties of vectors. Date of Last Revision: April 1, 2002