Calculators are available to students for in-class use. Students are encouraged to obtain their own graphing calculator for personal use on homework and projects. A calculator model that offer capabilities and features similar to those of the TI-Nspire CX is recommended. DESMOS (https://www.desmos.com/) provides a free online graphing calculator.
This course is intended to create strategic learners from students who have been unsuccessful academically in a high school course or state assessment. The basic understandings will stimulate students to think about their overall approach to learning but will primarily focus on mathematical learning. These basic understandings will include identifying errors in the thinking and learning process, input errors, physiological concerns, and key cognitive skills. The essential knowledge and skills will foster a deeper understanding of the task of learning mathematical concepts. Use of personal data and statistical analysis will establish relevance and aid in creation of individualized learning plans. Required for students who did not pass the STAAR 8th Math and/or who did not pass Grade 8 Math.
This course is intended to create strategic learners from students who have been unsuccessful academically in a high school course or state assessment. The basic understandings will stimulate students to think about their overall approach to learning but will primarily focus on mathematical learning. These basic understandings will include identifying errors in the thinking and learning process, input errors, physiological concerns, and key cognitive skills. The essential knowledge and skills will foster a deeper understanding of the task of learning mathematical concepts. Use of personal data and statistical analysis will establish relevance and aid in creation of individualized learning plans. Required for students who did not pass the STAAR Algebra I EOC and/or who did not pass Algebra I course.
Algebra I concepts include linear, quadratic, and exponential functions and their related transformations, equations, and associated solutions. Students connect functions and their solutions in both mathematical and real-world situations as it connects to the study polynomials of degree one and two, radical expressions, sequences, and laws of exponents. Students generate and solve linear systems and create new functions through transformations. (ALG I INC #2005; ALG I BAS #9312; ALG I ELL #2009)
Honors Algebra I students extends and deepens the topics covered in Algebra I with the goal of challenging motivated students to learn more rigorous content foundational for Advanced Placement or college-level mathematics courses.
Description: Geometry explores concepts addressing coordinate and transformational geometry; logical argument and constructions; proof and congruence; similarity, proof, and trigonometry; two- and three-dimensional figures; circles; and probability. Students connect previous knowledge from Algebra I to Geometry through the coordinate and transformational geometry strands. (GEOM INC #2205; GEO BAS #9314; GEO ELL #2209)
Honors Geometry students extends and deepens the topics covered in Geometry with the goal of challenging motivated students to learn more rigorous content foundational for Advanced Placement or college-level mathematics courses. The Honors Geometry GT is taught at an accelerated pace with greater depth and complexity in content which includes coding. (GT #2203)
Description: Mathematical Models with Applications provides a path for students to succeed in Algebra II and prepares them for various post-secondary choices. Students learn to apply mathematics through experiences in personal finance, science, engineering, fine arts, and social sciences. Students use algebraic, graphical, and geometric reasoning to recognize patterns and structure, model information, solve problems, and communicate solutions. (MATHMOD INC #2305; MTHMOD BAS #9316; MTHMOD ELL #2309)
Algebraic Reasoning develops mathematical reasoning through algebraic understandings and process while exploring patterns and structure, number and algebraic methods, and modeling data to build workforce and college readiness. Students broaden their knowledge of functions and relationships, including linear, quadratic, square root, rational, cubic, cube root, exponential, absolute value, and logarithmic functions. (This course is not listed on NCAA approved courses.)
Algebra II students broaden their knowledge of quadratic functions, exponential functions, and systems of equations. Students study logarithmic, square root, cubic, cube root, absolute value, rational functions, and their related equations. Students connect functions to their inverses and associated equations and solutions in both mathematical and real-world situations. (ALG II INC #2105; ALG II BAS #9315; ALG II ELL #2109)
Honors Algebra II students extends and deepens the topics covered in Algebra II with the goal of challenging motivated students to learn more rigorous content foundational for Advanced Placement or college-level mathematics courses. (GT#2106)
Students who have successfully completed Algebra I and Geometry, have met the state requirement for Approaches Grade Level on STAAR EOC Algebra I, have earned below a 75 in Advanced math course during the prior year of enrollment or have yet to enroll in Algebra II, and have not yet determined college readiness as defined by HB5 by the end of their junior year may enroll in Mathematics College Preparatory Course. This course prepares students for college-level study of relations and functions, inequalities as well as algebraic expressions and equations with and without the use of a calculator. Expressions and equations include absolute value, polynomial, radical and rational, with an emphasis on linear and quadratic. The course is offered through an agreement with the Alamo Colleges District and University of Texas San Antonio. A final course grade of 75 or higher will demonstrate student TSI compliance with Alamo Colleges and UTSA. Mathematics College Preparatory Course is not offered for dual credit. (This course is not listed on NCAA approved courses.)
Upon successful completion, students acquire three college credit hours through Angelo State University for Math 1332, Contemporary Math. This course includes a survey of ideas in contemporary mathematics. Topics may include graphs and networks, theory of elections and apportionment, statistics, and mathematical models. This course is recommended for students who wish to satisfy their college core mathematics requirement but do not plan to take additional mathematics coursework at the college level. (For non-STEM majors) Please obtain guidance from your counselor. For 2021-2022, this is an online course through ASU.
Upon successful completion, students acquire three college credit hours through Northwest Vista College for MATH 1414, College Algebra. This course includes the study of quadratics; polynomial, rational, logarithmic, and exponential functions; systems of equations; regressions; sequences and series, and matrices and determinants. Advanced pacing and elevated rigor are components of this class. Dual credit students must take fall and spring semester exams.
In this a one semester course at ASU MATH 1314, students deepen their critical thinking skills and develop their ability to persist through challenges as they explore exponents and radicals, logarithms, factoring, algebraic quotients, systems of equations, inequalities, absolute value, complex numbers, quadratic equations, binomial theorem, progressions, theory of equations, and determinants. (Course may be online depending on enrollment numbers)
Fall Semester
In this course, students deepen their critical thinking skills and develop their ability to persist through challenges as they explore function families: Linear, Absolute Value, Quadratic, Polynomial, Radical, Rational, Exponential, and Logarithmic. Students analyze data algebraically and with technology while developing their knowledge of properties of functions, matrices and systems of equations, and complex numbers. Students will experience high-quality curriculum designed by the faculty at The University of Texas at Austin. The pedagogy of the course, Inquiry-Based Learning, encourages students to take an active role in the construction of their learning. This learning will be accomplished by abstraction, generalization, problem-solving, and modeling.
Statistics students broaden their knowledge of variability and statistical processes. Students study sampling and experimentation, categorical and quantitative data, probability and random variables, inference, and bivariate data. Students connect data and statistical processes to real-world situations as well as extend their knowledge of data analysis. (This course is listed on NCAA approved courses.)
AP® Statistics and Dual Credit Elementary Statistical Methods (MATH 1442) introduce students to the major concepts and tools for collecting, analyzing and drawing conclusions from data. Students observe patterns and their departures, decide when and how to measure data, produce models using probability theories and simulation, and confirm models with statistical inference. Topics of the accelerated study align with The College Board, https://apstudent.collegeboard.org and students use a college textbook and statistical and graphing technology. AP® students must take the AP® exam or a final modeled after the AP® exam in rigor and length. A dual credit student who does not earn at least a “C” in MATH 1442 in the fall semester transfers into AP® Statistics in the spring. Dual credit students take semester exams.
Pre-Calculus prepares students for calculus. The course approaches topics from a function point-of-view and is designed to enhance conceptual understanding and mathematical reasoning used when modeling and solving mathematical and real-world problems. Students strengthen their mathematical understanding with algebra and trigonometry and extend their ability to make connections and apply concepts and procedures at higher levels. (PRE CALC INC #2405)
Honors Pre-Calculus students extends and deepens the topics covered in Pre-Calculus with the goal of challenging motivated students to learn more rigorous content foundational for Advanced Placement or college-level mathematics courses.
Honors Pre-Calculus / Dual Credit College Algebra (MATH 1414) and Pre-Calculus (MATH 2412) are designed for students to define, describe and translate among verbal, numerical, graphical, and symbolic representations of functions, including polynomial, rational, power (including radical), exponential, logarithmic, trigonometric, piecewise defined functions, and parametric representations of curves and surfaces. Students interpret the meaning of symbolic representations, use functions and their properties, sequences and series, conic sections, and vectors, as well as tools and technology, to solve meaningful problems. Advanced pacing and elevated rigor are components of this class. Students continue their study of mathematics by enrolling in AP® Calculus and/or college-level calculus.
Dual Credit: Students must complete College Algebra MATH 1414 with a “C” or better in order to continue in Pre-Calculus MATH 2412 in the spring semester. A student who does not earn at least a “C” in College Algebra 1414 transfers into Honors PreCalculus (non-dual) or PreCalculus in the spring. Dual credit students take semester exams and complete additional assessments formulating a portfolio.
In this a one semester course of Dual Credit Pre-Calculus (MATH 2412), students deepen their critical thinking skills and develop their ability to persist through challenges as they explore the topics from algebra, trigonometry, and analytic geometry that are needed for calculus, including equations and inequalities, functions and inverse functions, trigonometric functions, and applications. (Course may be online depending on enrollment numbers.)
Spring Semester
AP® Calculus AB and Dual Credit Calculus I (MATH 2413) provide advanced math students with an understanding of differential and integral calculus. The curriculum includes comprehensive treatments of the derivatives of functions, integrations, and its applications. Students use a college textbook and graphing technology. Topics of the accelerated study align with The College Board https://apstudent.collegeboard.org and NWVista's Calculus I course. AP® students must take the AP® exam or a final modeled after the AP® exam in rigor and length. A dual credit student who does not earn at least a “C” in MATH 2413 in the fall semester will strongly be recommended to transfer into AP® Calculus AB in the spring. Dual credit students take both semester exams.
AP® Calculus BC / Dual Calculus I and II (MATH 2413 and 2414) are a full-year course in the calculus of functions of a single variable and includes all topics covered in AP® Calculus AB / Dual Credit Calculus I plus additional topics of parametric equations, vectors, and polynomial approximations, sequences and series. Students use a college textbook and graphing technology. The content of Calculus BC qualifies the student for placement and credit in a course that is one course beyond that granted for AP® Calculus AB. Topics of the accelerated study align with The College Board, https://apstudent.collegeboard.org . Students must take the AP® exam or a final modeled after the AP® exam in rigor and length. A dual credit student who does not earn at least a “C” in MATH 2413 by the end of first nine weeks grading period will strongly be recommended to transfer into AP® Calculus AB. Dual credit students take both semester exams.