This is an archived copy of the 2021-2022 catalog. To access the most recent version of the catalog, please visit http://catalog.sierracollege.edu.

Contact Information

Contact Information
Division
Sciences and Mathematics
Dean
Randy Lehr
Associate Dean
Megan D'Errico
Location
Division Office
V 211, Rocklin Campus

Overview

Mathematics is a dynamic and developing field of study. It is the foundation and language of all scientific endeavor. Mathematics contributes in direct and important ways to business, finance, engineering, health and public policy.

A degree in Mathematics or Statistics provides many challenging and rewarding career opportunities. These include teaching, research in engineering fields, molecular structures, genetics and medicine, robotics, digital imagery, computer-aided design, economic forecasting and environmental design and modeling.

TRANSFER AND MAJOR REQUIREMENTS in Mathematics are available in the Counseling Center. In all cases, students should consult with a counselor for specific transfer requirements.

Alternatives to Traditional Lecture Format for Algebra

Some instructors teach algebra using a traditional lecture format while others use platforms that require the use of a computer and/or the Internet. Check the Mathematics Department Web Page at http://math.sierracollege.edu/ to determine the appropriate platform for your learning style.

Preparation for Mathematics Courses

  • All prerequisite courses must be completed with grades of "C" or better.
  • Two years of high school algebra means "Algebra I and Algebra II."
  • It is strongly recommended that students without recent math coursework complete the assessment process.  Contact the Assessment-Placement Center for further information.

Faculty

Charles Albright

Professor, Mathematics

B.A., California State University, Sacramento
B.A., California State University, Sacramento
M.A., California State University, Sacramento

Jacqueline M. Anderson

Professor, Mathematics

B.A., Westmont College
M.S., University of Nevada, Reno

Daniel J. Balaguy

Professor, Mathematics

B.A., California State University, Sacramento
M.S., University of Montana

Charles T. Buchwald

Professor, Mathematics

A.S., Palomar College
B.S., California State University, San Marcos
M.S., California State University, San Marcos

Vicki L. Day

Professor, Mathematics

B.S., Washington State University
M.A.T., University of California, Davis

Claire Dodson

Assistant Professor, Mathematics

B.A., University of California, Santa Cruz
M.A., University of Oregon

Barbara Erysian

Professor, Mathematics

B.S., California State University, Chico
M.S., University of Oregon

Lynn Harrison Benavidez

Professor, Mathematics

B.A., University of California, San Diego
M.S., Washington State University

Debra J. Hill

Professor, Mathematics

B.S., University of California, Davis
M.A., University of California, Davis

Jay G. Kesler

Professor, Mathematics

B.A., University of California, San Diego
M.A., California State University, Sacramento

Rebecca J. Kyler

Professor, Mathematics

B.A., State University of New York at Plattsburgh
B.S., University of North Dakota
M.Ed., University of North Dakota

Katherine P. Lucero

Professor, Mathematics

B.S., California Polytechnic State University, San Luis Obispo
M.S., California Polytechnic State University, San Luis Obispo

Michele L. Morgan

Professor, Mathematics

B.S., California Polytechnic State University, San Luis Obispo
M.A., San Francisco State University

Rebekah Moule

Assistant Professor, Mathematics

B.S., Biola University
M.S., California State University, Long Beach

Sabrina L. Newsome

Professor, Mathematics

A.A., Napa Valley College
B.S., University of California, Davis
M.A.T., University of California, Davis

Sudha Parambil

Professor, Mathematics

B.S., University of Calicut
M.S., University of Calicut

Mary Beth E. Pattengale

Professor, Mathematics

B.S., California Polytechnic State University, San Luis Obispo
M.S., California Polytechnic State University, San Luis Obispo

Jill S. Rafael

Professor, Mathematics

B.S., University of Calgary
M.S., University of Calgary

Patricia A. Ritchie-Reese

Professor, Mathematics

B.A., California State University, Sacramento
M.A., California State University, Sacramento

Lyudmila Shved

Professor, Mathematics

B.A., California State University, San Bernardino
M.A., California State University, San Bernardino

Donna M. Smith

Professor, Mathematics

B.A., Pomona College
M.A., University of California, Berkeley

James M. Sullivan

Professor, Mathematics

B.S., University of California, Davis
M.S., University of California, Davis

Pitt Turner

Professor, Mathematics

B.A., University of California, Santa Cruz
M.A., University of Hawaii, Manoa

Kiet Vo

Professor, Mathematics

A.A., San Joaquin Delta College
B.A., University of California, Berkeley
M.A., California State University, Sacramento

Michael Waterson

Professor, Mathematics

B.S., University of California, San Diego
M.S., Salem State University

Ian Wu

Professor, Mathematics

B.S., California State University, Chico
M.A., California State University, Sacramento

Degrees/Certificates

Associate Degree for Transfer

Associate Degree

Mathematics for Transfer

AS-T Degree

The Associate in Science in Mathematics for Transfer (AS-T) degree includes curriculum focusing on the mastery of calculus, linear algebra and differential equations. Students will master these concepts using algebraic and visual models in pure and applied contexts and be able to communicate mathematically.

The Associate in Science in Mathematics for Transfer degree prepares students to transfer into the CSU system to complete a bachelor’s degree in Mathematics or a major deemed similar by a CSU campus. Students earning an associate degree for transfer and meeting the CSU minimum transfer admission requirements are guaranteed admission with junior standing to the CSU system, but not to a particular campus or major. Upon transfer, students will be required to complete no more than 60 additional prescribed units to earn a bachelor’s degree.

To earn the Associate in Science in Mathematics for Transfer degree, students must complete 60 CSU-transferable semester units with a minimum grade point average of 2.0, including both of the following:

The exact wording of the law pertaining to associate degrees for transfer may be found in Education Code Section 66746.

It is highly recommended that, prior to transferring, students complete courses that satisfy the CSU United States History, Constitution and American Ideals graduation requirement. In all cases, students should consult with a counselor for more information on university admission and transfer requirements.

RESTRICTION: International coursework from non-United States regionally accredited institutions cannot be applied to associate degrees for transfer.

Required Courses
MATH 0030Analytical Geometry and Calculus I4
MATH 0031Analytical Geometry and Calculus II4
MATH 0032Analytical Geometry and Calculus III4
MATH 0033Differential Equations and Linear Algebra6
Total Units18

Mathematics

AA or AS Degree

The Mathematics major recognizes a concentration in the field of Mathematics. Successful completion of the curriculum in Mathematics and the associated electives prepare Mathematics students for transfer to four-year colleges or universities. The program in Mathematics outlined below is typical of lower-division requirements for four-year colleges and universities: some requirements vary from college to college. In all cases, students should consult with a counselor for more information on university admission and transfer requirements. Students must fulfill the following major requirements with grades of “C” or better, complete a minimum of 60 degree-applicable semester units (12 of which must be completed at Sierra College) with a grade point average of at least 2.0 and complete one of the following three general education patterns:

Required Courses
MATH 0030Analytical Geometry and Calculus I4
MATH 0031Analytical Geometry and Calculus II4
MATH 0032Analytical Geometry and Calculus III4
MATH 0033Differential Equations and Linear Algebra6
Select 3-5 units from the following:3-5
Programming Concepts and Methodology I
Visual Basic .NET Programming I
System Programming with C
Problem Solving
Elementary Statistics
Elementary Statistics with Support (Part 1)
and Elementary Statistics with Support (Part 2)
Discrete Mathematics
Concepts of Mathematics
The Nature of Mathematics
Principles of Physics: Mechanics
and Principles of Physics Laboratory: Mechanics
Total Units21-23

Courses

Understanding course descriptions

MATH 0000A. Elementary Algebra

Units: 4-5
Hours: 72 lecture (4 units); 90 lecture (5 units)
Real numbers and their properties, first degree equations and inequalities, graphs of linear equations in two variables, systems of linear equations in two variables, properties of integer exponents, polynomial operations, basic factoring, rational expressions, radical expressions, quadratic equations, and applied problems and problem solving. (not transferable)

MATH 0000B. Plane Geometry

Units: 4
Prerequisite: Completion of MATH A with grade of "C" or better or placement by matriculation assessment process
Hours: 72 lecture
Study of points, lines, angles, polygons, triangles, similarity, congruence, geometric proofs, area, volume, perimeter, the circle, right triangle trigonometry. (not transferable)

MATH 0000D. Intermediate Algebra

Units: 4-5
Prerequisite: Completion of MATH A with grade of "C" or better or placement by matriculation assessment process
Hours: 72 lecture (4 units); 90 lecture (5 units)
Exponents, radicals, complex numbers, factoring, linear and quadratic equations and inequalities; linear, quadratic, exponential and logarithmic functions; graphing, and systems of equations. (not transferable)

MATH 0000E. Practical Mathematics

Units: 6
Hours: 108 lecture
Gain an appreciation of mathematics and its applications and develop a growth mindset towards mathematics. Students persevere through problem solving, enhancing their quantitative reasoning. Topics to be covered are: numeracy, arithmetic, proportional reasoning, algebraic reasoning, trigonometric reasoning, data analysis. Students will develop the marketable skills needed to apply mathematics to analyze, model and interpret real world data. (not transferable)

MATH 0000G. B-STEM Intermediate Algebra

Units: 5
Hours: 90 lecture
B-STEM Intermediate Algebra is a one semester course for business, science, technology, engineering and math majors covering the topics of linear equations and applications, absolute value equations and inequalities, factoring, operations on rational and radical expressions, functions including composition and inverses, quadratic functions and graphs, exponential and logarithmic expressions and equations, and systems of equations. Computational techniques developed in beginning algebra are prerequisite skills for this course. This course is appropriate for students on a business or STEM pathway and have some knowledge of beginning algebra or who have had at least two years of high school algebra but have not used it for several years. (not transferable)

MATH 0010. Problem Solving

Units: 4
Prerequisite: Completion of Intermediate Algebra or appropriate placement
Hours: 72 lecture
Individual and small-group problem solving geared toward real life situations and nontraditional problems. Problem solving strategies include: draw a diagram, eliminate possibilities, make a systematic list, look for a pattern, guess and check, solve an easier related problem, subproblems, use manipulatives, work backward, act it out, unit analysis, use algebra, finite differences, and many others. Divergent thinking and technical communication skills of writing and oral presentation are enhanced. Designed to teach students to think more effectively and vastly increase their problem solving ability. (CSU)

MATH 0012. College Algebra

Units: 4,6
Prerequisite: Completion of MATH D or Math G with grade of "C" or better, or placement by matriculation assessment process
Hours: 72 lecture (4 units); 108 lecture (6 units)
Study of algebra topics beyond MATH D; including functions, graphs, logarithms, systems of equations, matrices, analytic geometry sequences, mathematical induction, and introduction to counting techniques. (CSU-with unit limitation, UC-with unit limitation)

MATH 0012S. Just in Time Support for Math 12 College Algebra

Units: 2
Corequisite: Concurrent enrollment in Math 12
Hours: 36 lecture
Just in time support covering the core prerequisite skills, competencies, and concepts from College Algebra. Intended for students who are concurrently enrolled in Math 12. Topics include competencies from Intermediate Algebra that are needed to understand the basics of College Algebra. (not degree applicable) (pass/no pass grading)

MATH 0013. Elementary Statistics

Units: 4
Prerequisite: Completion of MATH D or E with grade of "C" or better; or appropriate placement
Hours: 72 lecture
Introduction to the basic concepts of statistics. Emphasis on statistical reasoning and application of statistical methods. Topics include: graphical and numerical methods of descriptive statistics; methods of sampling; basic elements of probability; binomial, normal, and sampling distributions; the Central Limit Theorem; confidence interval estimates and hypothesis testing procedures for one and two population means and proportions; chi-square tests for goodness-of-fit and independence; linear regression and correlation; and an introduction to analysis of variance (ANOVA). Applications using data from business, economics, education, psychology, and the social and life sciences. (C-ID MATH 110) (CSU, UC-with unit limitation)

MATH 0013A. Elementary Statistics with Support (Part 1)

Units: 3
Prerequisite: Completion of MATH D or E with grade of "C" or better, or appropriate placement.
Hours: 54 Lecture
Part one of a two-part course in elementary statistics. Provides additional instructional support to enhance learning and promote conceptual understanding of statistics. Emphasis on statistical reasoning and application of statistical methods. Topics include: graphical and numerical methods of descriptive statistics; methods of sampling; basic elements of probability; binomial, normal, and sampling distributions; and the Central Limit Theorem. Applications using data from business, economics, education, psychology, and the social and life sciences. (CSU-with unit limitation, UC-with unit limitation)

MATH 0013B. Elementary Statistics with Support (Part 2)

Units: 3
Prerequisite: Completion of MATH 13A with grade of "C" or better
Hours: 54 Lecture
Part two of a two-part course in elementary statistics. Provides additional instructional support to enhance learning and promote conceptual understanding of statistics. Emphasis on statistical reasoning and application of statistical methods. Topics include: confidence interval estimates and hypothesis testing procedures for one and two population means and proportions; chi-square tests for goodness-of-fit and independence; linear regression and correlation; and an introduction to analysis of variance (ANOVA). Applications using data from business, economics, education, psychology, and the social and life sciences. (CSU-with unit limitation, UC-with unit limitation)

MATH 0013S. Just in Time Support for Elementary Statistics

Units: 2
Corequisite: Concurrent enrollment in MATH 13
Hours: 36 lecture
Just in time support option covering the core prerequisite skills, competencies, and concepts for Elementary Statistics. Intended for students who are concurrently enrolled in MATH 13. Topics include concepts from arithmetic, pre-algebra, elementary and intermediate algebra, and descriptive statistics that are needed to understand the basics of college-level statistics. Concepts are taught through the context of descriptive data analysis including an introduction to technologies such as Desmos, Excel, Statcrunch, Minitab, SPSS or graphing calculators. Recommended for students taking MATH 13 with little or no recent algebra knowledge. (not transferable) (not degree applicable) (pass/no pass grading)

MATH 0015. Discrete Mathematics

Units: 4
Prerequisite: Completion of MATH 30 with grade of "C" or better
Hours: 72 lecture
Study of set theory, relations and functions, logic, combinatorics and probability, algorithms, computability, matrix algebra, graph theory, recurrence relations, number theory including modular arithmetic. Various forms of mathematical proof are developed: proof by induction, proof by contradiction. (CSU, UC)

MATH 0016A. Calculus for Social and Life Sciences

Units: 4
Prerequisite: Completion of MATH 12 with grade of "C" or better or placement by matriculation assessment process
Advisory: Not recommended for students with grade of "C" or better in MATH 30
Hours: 72 lecture
Review of functions, limits, differentiation and integration of algebraic functions, calculus for exponential and logarithmic functions, applications of calculus in social and life sciences. This course is not intended for students majoring in mathematics, engineering, physics, or chemistry. (CSU, UC-with unit limitation)

MATH 0016B. Calculus for Social and Life Sciences

Units: 4
Prerequisite: Completion of MATH 16A or 30 with grade of "C" or better
Advisory: Completion of MATH 27 with grade of "C" or better
Hours: 72 lecture
Differentiation and integration of trigonometric functions, functions of several variables, partial derivatives, double integrals, introduction to differential equations, sequences and series, applications of calculus in the social and life sciences. (CSU, UC-with unit limitation)

MATH 0017. Concepts of Mathematics

Units: 3
Prerequisite: Three years of high school mathematics which includes two years of algebra and one year of geometry; or MATH D and B with grades of "C" or better; or placement by matriculation assessment process
Hours: 54 lecture
Exploration of mathematical patterns and relations, formulation of conjectures based on the explorations, proving (or disproving) the conjectures. Includes different problem solving techniques, number theory, probability, statistics, sequences and series, and geometry. Intended for students interested in elementary education. (CSU, UC-with unit limitation)

MATH 0017S. Concepts of Mathematics Support

Units: 2
Corequisite: Concurrent enrollment in Math 17
Hours: 36 lecture
Concurrent support for competency and concepts from Euclidean Geometry. Intended for students concurrently enrolled in Math 17. (not degree applicable) (pass/no pass grading)

MATH 0018. The Nature of Mathematics

Units: 3
Prerequisite: Completion of Intermediate Algebra or appropriate placement
Hours: 54 lecture
Introduces students to the art and application of mathematics in the world around them. Topics include mathematical modeling, voting and apportionment, and mathematical reasoning with applications chosen from a variety of disciplines. Not recommended for students entering elementary school teaching or business. (CSU, UC-with unit limitation)

MATH 0019. Mathematical Concepts for Elementary School Teachers

Units: 3
Prerequisite: Completion of two years of high school algebra or MATH D with grade(s) of "C" or better or placement by matriculation assessment process
Hours: 54 lecture
Focuses on the development of quantitative reasoning skills through in-depth, integrated explorations of topics in mathematics, including the real number system and its subsystems. The emphasis is on comprehension and analysis of mathematical concepts and applications of logical systems. (C-ID MATH 120) (CSU, UC)

MATH 0024. Modern Business Mathematics

Units: 3
Prerequisite: Two years of high school algebra or MATH D or MATH G with grade(s) of "C" or better, or placement by matriculation assessment process
Hours: 54 lecture
Applications of mathematics in economics and business contexts. Topics include tables and graphs, functions, finance (interest and exponential models), rates of change including applications and optimization, and linear programming. (CSU)

MATH 0024S. Just in Time Support for Math 24 Modern Business Mathematics

Unit: 1.5
Corequisite: Concurrent enrollment in Math 24
Hours: 27 lecture
Just in time support option covering the core prerequisite skills, competencies, and concepts for Modern Business Mathematics. Intended for students who are concurrently enrolled in MATH 24. Topics include numeracy; computational skills; the vocabulary of algebra; simplification, manipulation and evaluation of expressions and functions; solving and graphing linear equations and inequalities in one and two variables; solving and graphing systems of equations in two variables; factoring; algebraic operations on polynomial and rational expressions. Recommended for students taking Math 24 with little or no recent algebra knowledge. (not degree applicable) (pass/no pass grading)

MATH 0027. Trigonometry

Units: 4
Formerly known as MATH 8
Prerequisite: Completion of MATH D or MATH G with grade of "C" or better, or placement by matriculation assessment process
Hours: 72 lecture
Fundamentals of trigonometry. Topics include review of algebraic functions, definitions of trigonometric and circular functions, graphs, identities and applications. Other material includes solving trigonometric equations, solving triangles using the Laws of Sines and Cosines, parametric equations, vectors, polar coordinates and graphs, polar representations of complex numbers and conic sections. (CSU)

MATH 0028. Independent Study

Units: 1-3
Designed for students interested in furthering their knowledge at an independent study level in an area where no specific curriculum offering is currently available. Independent study might include, but is not limited to, research papers, special subject area projects, and research projects. See Independent Study page in catalog. (CSU, UC-with unit limitation)

MATH 0029. Pre-Calculus Mathematics

Units: 4
Prerequisite: Completion of MATH 27 with grade of "C" or better or placement by matriculation assessment process
Hours: 72 lecture
Preparation for calculus. Study of polynomials, rational functions, exponential and logarithmic functions, trigonometric functions, systems of linear equations, matrices, determinants, rectangular and polar coordinates, conic sections, complex number systems, mathematical induction, binomial theorem, and sequences. Recommended for students who plan to take MATH 30. (CSU, UC-with unit limitation)

MATH 0030. Analytical Geometry and Calculus I

Units: 4
Prerequisite: Completion of MATH 12 and MATH 27, or MATH 29 with grades of "C" or better, or placement by matriculation assessment process
Hours: 72 lecture
Introduction to differential and integral calculus. Content includes limits, continuity, differentiation and integration of algebraic, trigonometric, exponential, logarithmic, hyperbolic and other transcendental functions; as well as application problems. (C-ID MATH 210) (combined with MATH 31, C-ID MATH 900S) (CSU, UC-with unit limitation)

MATH 0031. Analytical Geometry and Calculus II

Units: 4
Prerequisite: Completion of MATH 30 with grade of "C" or better
Hours: 72 lecture
Continuation of MATH 30. Content includes techniques of integration, improper integrals, applications of integration, infinite series, parametric equations and polar coordinates. (C-ID MATH 220) (combined with MATH 30, C-ID MATH 900S) (CSU, UC-with unit limitation)

MATH 0032. Analytical Geometry and Calculus III

Units: 4
Prerequisite: Completion of MATH 31 with grade of "C" or better
Hours: 72 lecture
Continuation of MATH 31. Vectors and analytic geometry in the plane and space; functions of several variables; partial differentiation, multiple integrals, and application problems; vector functions and their derivatives; motion in space; and surface and line integrals, Stokes' and Green's Theorems, and the Divergence Theorem. (C-ID MATH 230) (CSU, UC)

MATH 0033. Differential Equations and Linear Algebra

Units: 6
Prerequisite: Completion of MATH 31 with grade of "C" or better
Advisory: Completion of MATH 32 with grade of "C" or better strongly recommended
Hours: 108 lecture
First and second order ordinary differential equations, linear differential equations, numerical methods and series solutions, Laplace transforms, modeling and stability theory, systems of linear differential equations, matrices, determinants, vector spaces, linear transformations, orthogonality, eigenvalues and eigenvectors. (C-ID MATH 910S) (CSU, UC)

MATH 0042. Business Calculus

Units: 4
Prerequisite: Completion of MATH D or MATH G with grade of "C" or better, or placement by matriculation assessment process
Advisory: Completion of MATH 12 strongly recommended, especially for students who have not recently taken MATH D or MATH G
Hours: 72 lecture
Introduction to differential and integral calculus with particular emphasis on applications in the fields of business, economics, and social sciences. Includes: concepts of a function, limits, derivatives, integrals of polynomial, exponential and logarithmic functions, optimization problems, and calculus of functions of more than one variable. Recommended for Business Majors transferring to CSU, Sacramento. Not recommended for students with credit for MATH 30. (C-ID MATH 140) (CSU, UC-with unit limitation)

MATH 0042S. Just in Time Support for Math 42 Business Calculus

Units: 2
Corequisite: Concurrent enrollment in Math 42
Hours: 36 lecture
Just in time support option covering the core prerequisite skills, competencies, and concepts for Business Calculus. Intended for students who are concurrently enrolled in MATH 42. Topics include numeracy; computational skills; the vocabulary of algebra; simplification, manipulation and evaluation of expressions and functions; solving and graphing linear equations and inequalities in one and two variables; solving and graphing systems of equations in two variables; factoring; algebraic operations on polynomial and rational expressions. Recommended for students taking Math 42 with little or no recent algebra knowledge. (not degree applicable) (pass/no pass grading)

MATH 0584. Math Success-Overcoming Math Anxiety

Unit: 1
Hours: 18 lecture
Designed to assist students to recognize common fears and misconceptions of mathematics and develop personal strategies to overcome math and test anxiety. Specific study skills and strategies are discussed. Individual math learning styles are analyzed. (not degree applicable)

MATH 0800S. Just in Time Support for B-STEM Intermediate Algebra

Units: 0
Corequisite: Concurrent enrollment in Math G
Hours: 54 lecture
Just in time support option covering the core prerequisite skills, competencies, and concepts for Intermediate Algebra. Intended for students who are concurrently enrolled in MATH G - B-STEM Intermediate Algebra. Topics include: numeracy, computational skills, the vocabulary of algebra, evaluation of expressions and functions, solving and graphing linear equations and inequalities in one and two variables, solving and graphing systems of equations in two variables, factoring, algebraic operations on polynomial and rational expressions. Recommended for students taking Math G – B-STEM Intermediate Algebra with little or no recent algebra knowledge. (pass/no pass grading) (noncredit)

MATH 0812S. Just in Time Support for Math 12 College Algebra

Units: 0
Corequisite: Concurrent enrollment in Math 12
Hours: 36 lecture
Just in time support covering the core prerequisite skills, competencies, and concepts from College Algebra. Intended for students who are concurrently enrolled in Math 12. Topics include competencies from Intermediate Algebra that are needed to understand the basics of College Algebra. (pass/no pass grading) (noncredit)

MATH 0813S. Just in Time Support for Elementary Statistics

Units: 0
Corequisite: Concurrent enrollment in MATH 13
Hours: 36 lecture
Just in time support option covering the core prerequisite skills, competencies, and concepts for Elementary Statistics. Intended for students who are concurrently enrolled in MATH 13. Topics include concepts from arithmetic, pre-algebra, elementary and intermediate algebra, and descriptive statistics that are needed to understand the basics of college-level statistics. Concepts are taught through the context of descriptive data analysis including an introduction to technologies such as Desmos, Excel, Statcrunch, Minitab, SPSS or graphing calculators. Recommended for students taking MATH 13 with little or no recent algebra knowledge. (pass/no pass grading) (noncredit)

MATH 0824S. Just in Time Support for Math 24 Modern Business Mathematics

Units: 0
Formerly known as MATH 824
Corequisite: Concurrent enrollment in Math 24
Hours: 27 lecture
Just in time support option covering the core prerequisite skills, competencies, and concepts for Modern Business Mathematics. Intended for students who are concurrently enrolled in MATH 24. Topics include numeracy; computational skills; the vocabulary of algebra; simplification, manipulation and evaluation of expressions and functions; solving and graphing linear equations and inequalities in one and two variables; solving and graphing systems of equations in two variables; factoring; algebraic operations on polynomial and rational expressions. Recommended for students taking Math 24 with little or no recent algebra knowledge. (noncredit)

MATH 0842S. Just in Time Support for Math 42 Business Calculus

Units: 0
Formerly known as MATH 842
Corequisite: Concurrent enrollment in Math 42
Hours: 36 lecture
Just in time support option covering the core prerequisite skills, competencies, and concepts for Business Calculus. Intended for students who are concurrently enrolled in Math 42. Topics include numeracy; computational skills; the vocabulary of algebra; simplification, manipulation and evaluation of expressions and functions; solving and graphing linear equations and inequalities in one and two variables; solving and graphing systems of equations in two variables; factoring; algebraic operations on polynomial and rational expressions. Recommended for students taking Math 42 with little or no recent algebra knowledge. (noncredit)

Program Student Learning Outcomes (PSLOs)

  • Use mathematical techniques to translate, model, and solve applied problems.
  • Differentiate between expressions and equations; and, using appropriate mathematical techniques, simplify expressions and solve equations.
  • Interpret and construct visual models of mathematical concepts.
  • Clearly communicate mathematical information, concepts, and processes to others.
  • Develop a growth mindset, math sophistication, and confidence.