![]() This course includes the study of advanced topics in algebra, analytic geometry, and trigonometry.Ĭalculus Honors is designed and paired with an AP course to prepare students for the Advanced Placement Calculus test. The use of manipulatives, calculators, and application software is expected. This course will reinforce algebra skills through the use of application problems, technology and mathematical modeling. ![]() The use of manipulatives, calculators, and application software is expected.Īdvanced Functions and Modeling Honors extends the study of modeling and applying functions. Prerequisite: Physical Science for SECHS studentsĪdvanced Functions and Modeling provides an in-depth study of modeling and applying functions. ![]() Applications and modeling are central to this course. The course extends the application of matrix arithmetic and probability. Topics include the following: real numbers, linear equations and inequalities, polynomials, algebraic fractions, radical expressions, quadratic equations, complex equations, complex numbers, analytic geometry, variation, logarithmic and exponential functions, matrices, as well as complex and critical thinking.ĭiscrete Mathematics introduces students to the mathematics of networks, social choice, and decision-making. Math III Honors reviews and builds on those concepts learned in Math II. Topics studied are real numbers, linear equations, inequalities, systems of equations, polynomials, algebraic fractions, etc. Math III reviews and builds on concepts learned in Math II. Math III is a course designed for college preparatory students and others who enjoy mathematics and have done well in previous math courses. Math II Honors may require additional assignments/projects outside of the classroom and move at a more rigorous pace. The course will apply higher level thinking skills needed to solve more complex problems. This course is a more in-depth study of the concepts in Math II. This course focuses on deductive reasoning (proofs), properties of basic planes and space. Topics of study include parallel lines and planes, congruent triangles, quadrilaterals, circles, right triangles and the calculations of perimeters, areas and volumes of geometric figures. This course is a complex study of undefined terms, defined terms, postulates, and theorems. This course strengthens basic math skills and previews coordinate geometry. Intermediate Math II is designed to help the student who had difficulty in Math I to prepare for geometry. Math I Honors may require additional assignments/projects outside of the classroom and move at a more rigorous pace. This course is a more in-depth study of the concepts in Math I. Topics to be covered include, but are not limited to, properties of real numbers, real number operations, solving and graphing linear equations, exponents, systems of equations and inequalities, problem solving, data analysis, relations, functions, and radical expressions. Students in Math I develop an understanding of the language of algebra. Topics to be covered include properties of real numbers, real number operations, linear equations, linear graphs, exponents and systems of linear equations. ![]() Students develop an understanding of the language of algebra and algebraic symbols. This course reviews basic mathematical skills and introduces the language of algebra and basic algebraic skills.
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