Mathematical Models with Applications
In this course, student use algebraic, graphical, and geometric reasoning to recognize
patterns and structure, to model information, and to solve problems from various
disciplines. Students use mathematical methods to model and solve real-life applied
problems involving
money, data, chance, patterns, music design, and science. Math models from algebra,
geometry, probability, and statistics and connections among these are used to solve
problems from a wide variety of advanced applications in both mathematical and
non-mathematical situations.
Pre Integrated Mathematics I
The focus of Pre- Integrated Math is to introduce algebraic symbols, vocabulary and
expressions; to solve equations and inequalities; to study properties used in geometry.
To provide the necessary background for further studies in mathematics and other fields
dependent on mathematics. Skills include: To develop ideas in algebra, geometry,
functions, matrices, logic and proofs, probability, and growth models with and emphasis
on using an integrated approach and additional background prior to entering Integrated
Pathway Mathematics I.
Pre Integrated Mathematics II
The focus of pre integrated mathematics II is to give students a chance to extend algebra
and geometry skills in preparation for taking Integrated Mathematics II. Skills include: To
review and further develop an understanding of the basic concepts of algebra, geometry,
logic, probability, and statistics. To provide the necessary background for further studies
in mathematics and other fields dependent on mathematics and additional background
prior to entering Integrated Pathway Mathematics II.
Pre Calculus (Cum Laude Recognition)
To provide the necessary background for further studies in mathematics and other fields
dependent on mathematics. Skills include: To increase student's knowledge of advanced
algebra, functions, transformations, analytic geometry, exponents, logarithms, and
trigonometry. To provide insights into the methods of thinking in advanced mathematics.
Pre-Calculus course covers the study of Elementary Functions, Analytic Geometry, and
Math Analysis as preparation for Calculus. Topics include the study of complex numbers,
polynomial, logarithmic, exponential, rational, and circular functions and their relations,
inverses and graphs, conic sections, Boolean algebra, and symbolic logic, mathematical
induction, matrix algebra, sequences and series, and limits and continuity.
Trigonometry (Cum Laude Recognition)
Course prepares students for eventual work in calculus and includes the following topics:
trigonometric and circular functions; their inverses and graphs, relations among the parts
of a triangle, trigonometric identities and equations, solutions of a right and oblique
triangles, and complex numbers.
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