By their efforts in this course, students should improve in the following course learning outcomes: the Pythagorean Equation, angles, degree measure, triangles, area, similarity, right triangle trigonometry, reference angles, radian measure, circles, arc length, angular velocity, circular trigonometry, trigonometric graphs and transformations, amplitude, period, harmonic motion, trigonometric identities, inverse trigonometry, solving trigonometric equations, law of sines, law of cosines, vectors, complex numbers, parametric equations, polar coordinates, and appropriate applications.
Furthermore, Math 1060 satisfies the Quantitative Literacy requirement for General Education: Upon successful completion of the General Education Quantitative Literacy requirement, students will be able to:
- Communicate: Use correct terminology and proper notation to explain quantitative or mathematical relationships (equations, graphs, diagrams, tables, data) and to support an argument, assertion, or purpose using quantitative or mathematical evidence;
- Mathematization: Convert quantitative or mathematical information into appropriate mathematical representations and/or models such as equations, graphs, diagrams, or tables, including making and evaluating important assumptions as needed;
- Calculation: Use algebraic skills and techniques to solve problems, including the ability to identify and correct errors in calculations and understanding the role and proper use of technology in assisting with calculations;
- Analysis: Draw appropriate conclusions through quantitative or mathematical analysis of data or models, including understanding and evaluating important assumptions in order to recognize the limits of the analysis; and
- Application / Creation: Solve concrete and abstract problems across multiple disciplines.
MATH 1060 Trigonometry requires students to convert mathematical information into various representations (equations, graphs) and use precise notation to explain relationships and support arguments. Students master algebraic skills and computational techniques to solve problems and apply these tools in concrete science and engineering contexts, which is the core of the application/creation outcome.