Mathematics Deparment
Class Descriptions
Mathematics Lab
This course is recommended to students who scored below standard on the ISTEP test for Grade 8 or the ISTEP Graduation Qualifying Exam. It is most beneficial for students who are interested in improving their math skills and thus their ISTEP+ math score. The essential skills identified on the ISTEP+ test will be covered. ISTEP+ practice problems and instruction on test taking skills will also be included. This course does not satisfy the mathematics credit requirement for graduation.
Pre-algebra
Pre-algebra provides the mathematical backround, skills, and thinking processes necessary for the successful completion of Algebra. Topics include: whole numbers, integers, rationals, decimals and their applications, number theory, ratios, proportions, percents, equations, graphing, square roots, and appropriate geometric concepts. THe instructional program of this course provides for the understanding and use of the concepts as well as thier application through appropriate problem-solving situations.
Algebra I
Algebra I provides a formal development of the algebraic skills and concepts necessary for students who will atke other advances college-preparatory courses. In partifular, the instructional program in this course provides for the use of algebraic skills in a wide range of problem-solving siatuations. The concept of function is emphasized throughout the course. Topics include: properties of real numbers, solution sets, basic operations with polynomials, solving quadratic equations and systems, use exponents, and introductory topics from statistics and probability.
Algebra I Honors
Algebra I provides a formal development of the algebraic skills and concepts necessary for students who will atke other advances college-preparatory courses. In partifular, the instructional program in this course provides for the use of algebraic skills in a wide range of problem-solving siatuations. The concept of function is emphasized throughout the course. Topics include: properties of real numbers, solution sets, basic operations with polynomials, solving quadratic equations and systems, use exponents, and introductory topics from statistics and probability. This course provides a more in-depth study of allgebra and moves at a faster pace than Algebra I. Additional topics will be covered, including applications to real world problems and solutions of complex equations.
Algebra II
Algebra II is a course which expands on the topics of Algebra I and provides further development of the convept of a function. THe expanded topics of the course include: the theorems and algoriths of alebra; polynomials and polynomial functions; ration exponents; the complex numbers, sequences and series; the properties of grapgs of conic sections: permutations and combinations; matrices; and exponential logarithmic functions.
Algebra II Honors
Algebra II is a course which expands on the topics of Algebra I and provides further development of the convept of a function. THe expanded topics of the course include: the theorems and algoriths of alebra; polynomials and polynomial functions; ration exponents; the complex numbers, sequences and series; the properties of grapgs of conic sections: permutations and combinations; matrices; and exponential logarithmic functions. This course provides a more in-depth study of Algebra II and moves at a faster pace. Additional topics will be covered, including major ideas from trigonometry.
Geometry
Geometry provides students with experiences that deepen teh understand of shapes and their properties. Deductive and inductive reasoning as well as investigative strategies in drawing conclusions are stressed. Properties and relationships of gerometric figred including the study of: angles; lines; planes; congruent and similar triangles; trigonometric ratios; polygons; circles and spatial drawing. An understanding of proof and logic is developed. Use of graphing calculators and computer programs is encouraged.
Geometry Honors
Geometry provides students with experiences that deepen teh understand of shapes and their properties. Deductive and inductive reasoning as well as investigative strategies in drawing conclusions are stressed. Properties and relationships of gerometric figred including the study of: angles; lines; planes; congruent and similar triangles; trigonometric ratios; polygons; circles and spatial drawing. An understanding of proof and logic is developed. Use of graphing calculators and computer programs is encouraged. This course provides a more in-depth study of geometry and moves at a faster pace then Geometry I. Additional tpic will be covered, including the logic and reasoning in teh analsis of plane and spatial relationships.
Geometry I Honors (Advanced)
Geometry provides students with experiences that deepen teh understand of shapes and their properties. Deductive and inductive reasoning as well as investigative strategies in drawing conclusions are stressed. Properties and relationships of gerometric figred including the study of: angles; lines; planes; congruent and similar triangles; trigonometric ratios; polygons; circles and spatial drawing. An understanding of proof and logic is developed. Use of graphing calculators and computer programs is encouraged. This course is designed for the superior math student who is on a course of study to reach Advances Placement Calculus in two years. This course provides and in depth study of geometric concepts and teh solution of hallenging problems tat are geometric in content. Additional topic will be covered, including ideas from non-euclidean geometry.
Pre-Calculus/Trigonometry
Pre-Calculus blends together all of the concepts and skills that must be mastered prior to enrollment in a college-level calculus course. A functional approach provides for teh integration of all the concepts listed for a course in Trigonometry (trigonometric relationships, circular functions and their properties and graphs, inverse trig functions, trig equations and identities, vectors, Law of Sines and Law of Cosines, applications of trig functions, polar coordinates) plus: relationship of equations and graphs of linear, quadratic, and parametric equations; translations of axes; and locus and vectors. This course includes the theory of euations, exponential and logarithmic functions, matrices, and determinants.
Pre-Calculus/Trigonometry Honors
Pre-Calculus blends together all of the concepts and skills that must be mastered prior to enrollment in a college-level calculus course. A functional approach provides for teh integration of all the concepts listed for a course in Trigonometry (trigonometric relationships, circular functions and their properties and graphs, inverse trig functions, trig equations and identities, vectors, Law of Sines and Law of Cosines, applications of trig functions, polar coordinates) plus: relationship of equations and graphs of linear, quadratic, and parametric equations; translations of axes; and locus and vectors. This course includes the theory of euations, exponential and logarithmic functions, matrices, and determinants. This course provides a more in-depth study of Pre-calculus and moves at a faster pace. Much of the second semeseter will consist of the beginning topics in Calculus.
Pre-Calculus/Trigonometry Honors (Advanced)
Pre-Calculus blends together all of the concepts and skills that must be mastered prior to enrollment in a college-level calculus course. A functional approach provides for teh integration of all the concepts listed for a course in Trigonometry (trigonometric relationships, circular functions and their properties and graphs, inverse trig functions, trig equations and identities, vectors, Law of Sines and Law of Cosines, applications of trig functions, polar coordinates) plus: relationship of equations and graphs of linear, quadratic, and parametric equations; translations of axes; and locus and vectors. This course includes the theory of euations, exponential and logarithmic functions, matrices, and determinants. This course is designed for the superior math student who is planning to be in Advances Placement Calculus next year. This course provides an in-depth study of analytic geometry, trigonometry, and other pre-calculus topics. There is extensive use of the graphing calculator.
Statistics (Advanced)
Statistics is a course that provides students with the content established by the College Board. Topics include: (1) exploring data, (2) planning a study, (3) anticipating patterns, and (4) statistical inference. The use of graphing calculators and computer programs is required.
Calculus AB (Advanced)
Mathematics Advanced Placement is a course which follows College Entrance Examination guidelines for Calculus AB.
Calculus BC (Advanced)
Mathematics Advanced Placement is a course which follows College Entrance Examination guidelines for Calculus BC.
Advanced Mathematics (College Credit)
Mathematics College Credit is any advanced mathematics course offered for credit at an accredited postsecondary institution through an adjunct agreement with a secondary school or any other postsecondary mathmatics course offered for dual credit under the provisions of 511 IAC 2210.1-22.21-2.6.