Mathematics

Graduation Requirements

3 credits of Math

  • 1 credit must be Algebra I

  • 2 credits must be Math electives

Advanced Career Endorsement Requirements

3 credits of Math

  • 1 credit must be Algebra I

  • 2 credits must be Math electives

Advanced Endorsement Requirements

3 credits of Math

  • 1 credit must be Algebra I

  • 1 credit must be Geometry

  • 1 credit must be Algebra II

Advanced Honors Endorsement Requirements

4 credits of Math

  • 1 credit must be Algebra I

  • 1 credit must be Geometry

  • 1 credit must be Algebra II

  • 1 credit must be a course in Advanced Math

Pre-Algebra 1

Our Pre-Algebra course is an introduction to basic algebra concepts and a review of arithmetic algorithms. The course emphasizes the concepts necessary to be successful in Algebra 1. The course helps students develop good mathematical study skills and learning strategies. Students will explore algebraic expressions and integers, solve one and two-step equations and inequalities, factors, fractions, exponents, linear functions, and nonlinear functions.

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Algebra 1

Algebra 1 is a year-long course that focuses on linear, quadratic, and exponential relationships. Investigations will include an emphasis on the algebraic manipulation of expressions, equations, and inequalities; on systems of equations and inequalities as well as recursive linear and geometric patterns; and representing equations, including graphing, transformations, and modeling with functions. Algebra 1 will include a review of operations with real numbers and a focus on linear, quadratic, and exponential relationships based on data. Problem-solving skills play a major role in the course, and students will learn how to apply data collected from real-world situations.

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Investigative Algebra 1

To prepare both mathematical and language skills for subsequent mathematics courses with reinforcement in the areas of real numbers and their properties, reasoning and problem-solving, basic geometry, and basic probability and data analysis.

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Geometry

This course will follow the South Dakota state standards by using geometric terminology in written and oral communications; demonstrate reasoning skills using logic and proofs: demonstrating understanding of parallel and perpendicular lines and angles; demonstrate problem-solving strategies to find measurements of polygons and circles; demonstrate an understanding of geometric constructions; discover relationships of geometric shapes and data generated by technology; solve formulas to find the areas and volumes of plane and solid figures; use trigonometric relationships to find lengths and angles of right triangles; explore properties of transformations; apply statistical reasoning to problem-solving.

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Accelerated Geometry

This course will follow the South Dakota state standards by using geometric terminology in written and oral communications; demonstrating deep reasoning skills in presenting logic and proofs; demonstrating understanding of parallel and perpendicular lines and angles; demonstrate multiple problem-solving strategies to find measurements of polygons & circles; demonstrate an understanding of geometric constructions; discover the relationship of geometric shapes and data generated by technology; solve formulas to find the areas and volumes of two-and three-dimensional figures; use trigonometric relationships to find lengths and angles of right triangles; deepen previous knowledge on the properties of transformations; apply statistical reasoning to problem-solving.

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Algebra 2

This course will follow the South Dakota state standards. Students will solve quadratic equations; solve systems of equations graphically and algebraically, evaluate expressions with radicals and exponents; find complex solutions; solve exponential, rational, polynomial, and radical equations; study polynomial, exponential, rational functions, and statistical relationships; unit circle trigonometry; trigonometric ratios; analyze sine and cosine graphs.

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Accelerated Algebra 2

This course will follow the South Dakota state standards for mathematics. Students will solve quadratic equations; solve systems of equations graphically and algebraically; evaluate expressions with radicals and exponents; find complex solutions; solve exponential, rational, polynomial, and radical equations; study polynomial, exponential, logarithmic, simplify rational expressions, rational functions, and statistical relationships; unit circle trigonometry; trigonometric ratios; analyze sine and cosine graphs.

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Accelerated Precalculus

Students in this course will demonstrate algebraic skills; solve equations and inequalities algebraically and graphically; analyze polynomial, rational, exponential, and logarithmic functions; analyze sequences and series; analyze trigonometric and inverse trigonometric functions; apply trigonometric identities; apply the law of sines, law of cosines, parametric and vector concepts to real-world situations; perform operations with polar equations and complex numbers in trigonometric form; determine limits; find derivatives; write equations of tangent lines. This course is designed to prepare students for Calculus (either in high school or college).

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College Prep Math

College Prep Algebra is intended to build a foundation for students progressing to College Algebra. Topics studied in the course will include: solving linear equations, graphs of linear functions, linear systems of equations, solving and graphing inequalities, polynomial functions & expressions, rational functions & expressions, radical functions & expressions, quadratic functions & expressions, exponential & logarithmic functions, and conic sections.

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College Algebra

This course is a study of the theory and application of functions including function notation, graphs, inverses, polynomial, rational, exponential, logarithmic, and other functions. May also include additional topics such as sequences, series, the binomial theorem, linear system, matrices, or complex numbers.

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AP Calculus

AP Calculus is the study of limits, derivatives, and integrals used in modeling physical, biological and economic situations. Functions, concepts, results, and problems are expressed analytically, numerically, graphically, and verbally. Students must have knowledge of the properties, the algebra, and the graphs of linear, polynomial, rational, exponential, logarithmic, trigonometric, inverse trigonometric and piecewise-defined functions. Students will be prepared for the Calculus AB examination.

Syllabus Approved by College Board

AP Statistics

Explore and analyze data using graphical and numerical techniques; plan and implement data collection; use probability to analyze distributions of data; determine appropriate models of statistical inference; make decisions based on confidence intervals and tests of significance.

Syllabus Approved by College Board

Consumer Math 1

This course provides the opportunity for students to apply mathematical skills to a variety of consumer and business situations. It encourages students to become better consumers and to apply key concepts from Algebra in practical consumer situations. Consumer Math I will cover topics in the areas of the stock market, business finances, consumer credit cards, and banking services.

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Consumer Math 2

This course provides the opportunity for students to apply mathematical skills to a variety of consumer and business situations. It encourages students to become better consumers and to apply key concepts from Algebra in practical consumer situations. Consumer Math II will cover topics in the areas of automobile ownership, employment, income taxes, independent living, retirement, and budgets.

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Applied Math

Applied Math is a year-long course that uses number sense and measurement skills to problem solve applicable situations in various career and job trades. Each unit of study will include an emphasis on the math skills needed to complete real-world case studies. Case studies may include but are not limited to: leasing vs financing a vehicle, investigating the rate of metabolism, ordering materials for building, and renovations. This course provides students the practical mathematics skills needed in a wide variety of trade, technical, and other occupational areas, including plumbing, culinary arts, automotive, electrical and construction trades, machine technology, landscaping, HVAC, health careers, and many more.

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