- Math Course Placement Information including Placement Tests: Compass and MPT
- MATH 100–199 Course Descriptions
- MATH 200–299 Course Descriptions
- MATH 300–399 Course Descriptions
- MATH 400-499 Course Descriptions

The official and most-up-to-date course descriptions can be found in the Online Electronic Catalog. All course outcomes are filed in the Office of the Associate Vice President for Undergraduate Studies.

The information below is unofficial and provided only for informal purposes only.

The information on this page was updated on May 4 2016 @ 12:34:56 pm.

Completion of a prerequisite course at the college level with a C (2.0) or better will allow a student to enroll in mathematics courses. If you wish to enroll in a course but do not have the prerequisite course, you may place into the following courses using a scores on placement tests. For the particular test and score you need, please refer to the information below.

Enrollment in MATH 101, MATH 130, MATH 164 requires one of the following scores. The scores on the SAT or ACT tests must have been achieved within the last three years before math placement.

- SAT Math Score: 500 or greater
- ACT Math Score: 19 or greater
- COMPASS PreAlgebra Score: 50 or greater
- COMPASS Algebra Score: 26 or greater

Enrollment in MATH 153 requires one of the following scores.

- COMPASS Algebra Score: 66 or greater
- COMPASS College Algebra Score: 31 or greater
- Math Placement Test - General Score: 17 or greater
- Math Placement Test - Intermediate Score: 18 or greater
- ETS Advanced Placement Test - Calculus AB Score: 2 or greater
- One year of High School Calculus with a B average

Enrollment in MATH 154, MATH 170 requires one of the following scores.

- COMPASS College Algebra Score: 46 or greater
- COMPASS Trigonometry Score: 31 or greater
- Math Placement Test - Advanced Score: 17 or greater
- ETS Advanced Placement Test - Calculus BC Score: 2 or greater

Enrollment in MATH 172 requires one of the following scores.

- COMPASS Trigonometry Score: 46 or greater
- Math Placement Test - Advanced Score: 19 or greater

The COMPASS test is offered at the CWU Testing Center as well as colleges and universities across the nation. If you take the COMPASS Math Placement test, you may receive scores for PreAlgebra, Algebra, College Algebra, and Trigonometry (depending on where they start you and how well you do). If you take the test off campus, you will need to have your test scores sent to CWU. More information about test fees and testing times can be found at the CWU Testing Center website.

The Math Placement Test is administered by the UW Testing Center and is offered at various colleges and universities in Washington (however, it is not offered at CWU). You will need to decide which version of the test to take prior to signing up for the test. There are currently three versions: General, Intermediate, and Advanced.

Credits: 5

Description: This course is designed to prepare students for college mathematics. Symbolic, graphical, and numeric representations will be studied to understand and apply the concepts underlying algebra.

Notes: Credits will not be allowed toward meeting Bachelor's degree requirements.

Description: This course is designed to prepare students for college mathematics. Symbolic, graphical, and numeric representations will be studied to understand and apply the concepts underlying algebra.

Notes: Credits will not be allowed toward meeting Bachelor's degree requirements.

Credits: 5

Description: This course is designed to prepare students for college mathematics. Symbolic, graphical, and numeric representations will be studied to understand and apply the concepts of algebra.

Notes: Credits will not be allowed toward meeting Bachelor's degree requirements.

Description: This course is designed to prepare students for college mathematics. Symbolic, graphical, and numeric representations will be studied to understand and apply the concepts of algebra.

Notes: Credits will not be allowed toward meeting Bachelor's degree requirements.

Credits: 5

Prerequisites: please see the Placement Information

Description: This course is designed to prepare students for college level precalculus mathematics.

Notes: Credits will not be allowed toward meeting Bachelor's Degree requirements.

Prerequisites: please see the Placement Information

Description: This course is designed to prepare students for college level precalculus mathematics.

Notes: Credits will not be allowed toward meeting Bachelor's Degree requirements.

Credits: 5

Prerequisites: please see the Placement Information

Description: Selected topics from the historical development and applications of mathematics together with their relationship to the development of our present society.

Prerequisites: please see the Placement Information

Description: Selected topics from the historical development and applications of mathematics together with their relationship to the development of our present society.

Credits: 5

Prerequisites: MATH 100B

Description: Selected topics from probability, statistics and mathematical decision making with real world application.

Prerequisites: MATH 100B

Description: Selected topics from probability, statistics and mathematical decision making with real world application.

Credits: 5

Prerequisites: MATH 100B or equivalent, or permission of Department Chair or see the Placement Information

Description: The language of sets, counting procedures, introductory probability and decision-making, introductory descriptive statistics.

Notes: Meets General Education “reasoning” requirement and prepares student for introductory statistics courses in various departments. Formerly MATH 130.1. Students may not receive credit for both.

Prerequisites: MATH 100B or equivalent, or permission of Department Chair or see the Placement Information

Description: The language of sets, counting procedures, introductory probability and decision-making, introductory descriptive statistics.

Notes: Meets General Education “reasoning” requirement and prepares student for introductory statistics courses in various departments. Formerly MATH 130.1. Students may not receive credit for both.

Credits: 5

Prerequisites: please see the Placement Information

Description: A foundation course which stresses those algebraic and elementary function concepts together with the manipulative skills essential to the study of calculus.

Notes: Formerly MATH 163.1. Students may not receive credit for both.

Outcomes: Faculty Senate Curriculum Committee version

Outcomes: Department of Mathematics version

Prerequisites: please see the Placement Information

Description: A foundation course which stresses those algebraic and elementary function concepts together with the manipulative skills essential to the study of calculus.

Notes: Formerly MATH 163.1. Students may not receive credit for both.

Outcomes: Faculty Senate Curriculum Committee version

Outcomes: Department of Mathematics version

Credits: 5

Prerequisites: MATH 153 or equivalent, or permission of Department Chair or see the Placement Information

Description: A continuation of MATH 153 with emphasis on trigonometric functions, vectors, systems of equations, the complex numbers, and an introduction to analytic geometry.

Notes: Formerly MATH 163.2. Students may not receive credit for both.

Outcomes: Faculty Senate Curriculum Committee version

Outcomes: Department of Mathematics version

Prerequisites: MATH 153 or equivalent, or permission of Department Chair or see the Placement Information

Description: A continuation of MATH 153 with emphasis on trigonometric functions, vectors, systems of equations, the complex numbers, and an introduction to analytic geometry.

Notes: Formerly MATH 163.2. Students may not receive credit for both.

Outcomes: Faculty Senate Curriculum Committee version

Outcomes: Department of Mathematics version

Credits: 5

Prerequisites: please see the Placement Information

Description: Structure of the real number system. Properties of and operations on integers, rationals, decimal representations, percentages, proportion, graphing and elementary problem solving. Recommended for the prospective elementary school teacher.

Notes: Formerly MATH 164.1. Students may not receive credit for both.

Prerequisites: please see the Placement Information

Description: Structure of the real number system. Properties of and operations on integers, rationals, decimal representations, percentages, proportion, graphing and elementary problem solving. Recommended for the prospective elementary school teacher.

Notes: Formerly MATH 164.1. Students may not receive credit for both.

Credits: 5

Prerequisites: MATH 153, or permission, or see the Placement Information

Description: An intuitive approach to the differential and integral calculus specifically designed for students in the behavioral, managerial, and social sciences.

Notes: Not open to students with credit for MATH 172 or higher.

Prerequisites: MATH 153, or permission, or see the Placement Information

Description: An intuitive approach to the differential and integral calculus specifically designed for students in the behavioral, managerial, and social sciences.

Notes: Not open to students with credit for MATH 172 or higher.

Credits: 5

Prerequisites: MATH 153 and MATH 154 or see the Placement Information

Description: Theory, techniques and applications of differentiation and integration of the elementary functions.

Notes: Formerly MATH 172.1. Students may not receive credit for both.

Outcomes: Faculty Senate Curriculum Committee version

Outcomes: Department of Mathematics version

Prerequisites: MATH 153 and MATH 154 or see the Placement Information

Description: Theory, techniques and applications of differentiation and integration of the elementary functions.

Notes: Formerly MATH 172.1. Students may not receive credit for both.

Outcomes: Faculty Senate Curriculum Committee version

Outcomes: Department of Mathematics version

Credits: 5

Prerequisites: MATH 172

Description: Theory, techniques and applications of differentiation and integration of the elementary functions.

Notes: Formerly MATH 172.2. Students may not receive credit for both.

Outcomes: Faculty Senate Curriculum Committee version

Outcomes: Department of Mathematics version

Prerequisites: MATH 172

Description: Theory, techniques and applications of differentiation and integration of the elementary functions.

Notes: Formerly MATH 172.2. Students may not receive credit for both.

Outcomes: Faculty Senate Curriculum Committee version

Outcomes: Department of Mathematics version

Credits:

Prerequisites:

Description: This course focuses on the conceptual and procedural understanding of number and operations including counting, place value, models for operations, set theory, algorithms, and real number system. Concepts are taught from a problem solving perspective.

Prerequisites:

Description: This course focuses on the conceptual and procedural understanding of number and operations including counting, place value, models for operations, set theory, algorithms, and real number system. Concepts are taught from a problem solving perspective.

Credits: 4

Prerequisites:either MATH 100C with a grade of C or higher or score of 66 or higher on the Compass Algebra test.

Description: This course focuses on the conceptual and procedural understanding of number and operations including patterns, proportional reasoning, percentages, integer operations and models, number theory, and irrational numbers. Concepts are taught from a problem solving perspective.

Prerequisites:either MATH 100C with a grade of C or higher or score of 66 or higher on the Compass Algebra test.

Description: This course focuses on the conceptual and procedural understanding of number and operations including patterns, proportional reasoning, percentages, integer operations and models, number theory, and irrational numbers. Concepts are taught from a problem solving perspective.

Credits: 4

Prerequisites:Completion of Math 216.

Description: This course focuses on the conceptual and procedural understanding of geometry and measurement including shapes, rigid motions, similarity, congruence, spatial reasoning, proof and measurement. Concepts are taught from a problem solving perspective using appropriate technology.

Prerequisites:Completion of Math 216.

Description: This course focuses on the conceptual and procedural understanding of geometry and measurement including shapes, rigid motions, similarity, congruence, spatial reasoning, proof and measurement. Concepts are taught from a problem solving perspective using appropriate technology.

Credits: 4

Prerequisites: MATH 164

Description: An intuitive approach to the geometry topics relative to the elementary school curriculum.

Prerequisites: MATH 164

Description: An intuitive approach to the geometry topics relative to the elementary school curriculum.

Credits: 5

Prerequisites: MATH 173, or CS 301 and MATH 172, or equivalents

Description: Essentials of mathematical proofs, including use of quantifiers and principles of valid inference. Set theory as a mathematical system.

Outcomes: Faculty Senate Curriculum Committee version

Prerequisites: MATH 173, or CS 301 and MATH 172, or equivalents

Description: Essentials of mathematical proofs, including use of quantifiers and principles of valid inference. Set theory as a mathematical system.

Outcomes: Faculty Senate Curriculum Committee version

Credits: 4

Prerequisites: MATH 173, or permission of instructor.

Description: Vector spaces, linear systems, matrices and determinants.

Outcomes: Faculty Senate Curriculum Committee version

Prerequisites: MATH 173, or permission of instructor.

Description: Vector spaces, linear systems, matrices and determinants.

Outcomes: Faculty Senate Curriculum Committee version

Credits: 5

Prerequisites: MATH 173

Description: Differential and integral calculus of multivariable functions and related topics.

Notes: Formerly MATH 272.1. Students may not receive credit for both.

Outcomes: Faculty Senate Curriculum Committee version

Outcomes: Department of Mathematics version

Prerequisites: MATH 173

Description: Differential and integral calculus of multivariable functions and related topics.

Notes: Formerly MATH 272.1. Students may not receive credit for both.

Outcomes: Faculty Senate Curriculum Committee version

Outcomes: Department of Mathematics version

Credits: 5

Prerequisites: MATH 272

Description: Differential and integral calculus of multivariable functions and related topics.

Notes: Formerly MATH 272.2. Students may not receive credit for both.

Outcomes: Faculty Senate Curriculum Committee version

Outcomes: Department of Mathematics version

Prerequisites: MATH 272

Description: Differential and integral calculus of multivariable functions and related topics.

Notes: Formerly MATH 272.2. Students may not receive credit for both.

Outcomes: Faculty Senate Curriculum Committee version

Outcomes: Department of Mathematics version

Credits: 1–6

Description:

Description:

Credits: 1–5

Description:

Description:

Credits: 2

Prerequisites: Tier II Secondary Mathematics Education

Description: Introductory seminar for new mathematics education students focusing on problem solving, technical presentation of solutions, and electronic portfolio preparation.

Prerequisites: Tier II Secondary Mathematics Education

Description: Introductory seminar for new mathematics education students focusing on problem solving, technical presentation of solutions, and electronic portfolio preparation.

Credits: 4

Prerequisites: Admission to the mathematics major.

Description: This is an introductory seminar for new mathematics students focusing on requirements for the mathematics major. This course will prepare students for continued work in the major, in particular, students will learn to use technology that will be used in future mathematics courses in the major (LaTeX and Mathematica).

Prerequisites: Admission to the mathematics major.

Description: This is an introductory seminar for new mathematics students focusing on requirements for the mathematics major. This course will prepare students for continued work in the major, in particular, students will learn to use technology that will be used in future mathematics courses in the major (LaTeX and Mathematica).

Credits: 2

Prerequisites: MATH 102 and MATH 153.

Description: This course focuses on conceptual, procedural, and pedagogical understanding of the mathematics required for the middle-level mathematics endorsement. This is an on-line course.

Prerequisites: MATH 102 and MATH 153.

Description: This course focuses on conceptual, procedural, and pedagogical understanding of the mathematics required for the middle-level mathematics endorsement. This is an on-line course.

Credits: 5

Prerequisites: MATH 130 or MATH 173 with a grade of C or higher.

Description: Hands-on activities for exploring data. Surveys, planned experiments and observational studies. Modeling, sampling distributions and statistical inference. MINITAB statistical computing language introduced and used extensively.

Outcomes: Faculty Senate Curriculum Committee version

Prerequisites: MATH 130 or MATH 173 with a grade of C or higher.

Description: Hands-on activities for exploring data. Surveys, planned experiments and observational studies. Modeling, sampling distributions and statistical inference. MINITAB statistical computing language introduced and used extensively.

Outcomes: Faculty Senate Curriculum Committee version

Credits: 5

Prerequisites: MATH 173

Description: This course is an introduction to probability and statistics. Topics include the basic rules of probability, random variables, continuous and discrete probability distributions, moments, sampling distributions for common statistics, confidence intervals, and hypothesis testing.

Outcomes: Faculty Senate Curriculum Committee version

Credits: 3

Prerequisites: MATH 260

Description: A study of the development of mathematics and the personalities involved.

Prerequisites: MATH 260

Description: A study of the development of mathematics and the personalities involved.

Credits: 5

Prerequisites: EFC 210, EFC 310, and MATH 299E and current WSP/FBI fingerprint clearance.

Description: Candidates will create assessment plans organized around big ideas and essential questions from the Washington State Standards of Student Assessment. Finally, candidates will learn how to develop and implement assessment tasks to identify their student’s mathematical performance and plan further instruction.

Prerequisites: EFC 210, EFC 310, and MATH 299E and current WSP/FBI fingerprint clearance.

Description: Candidates will create assessment plans organized around big ideas and essential questions from the Washington State Standards of Student Assessment. Finally, candidates will learn how to develop and implement assessment tasks to identify their student’s mathematical performance and plan further instruction.

Credits: 3

Prerequisites: MATH 324, or EDEL 323 or SCED 324, or SCED 322

Description: Prospective teachers will learn and use the methods and materials needed to teach middle school students mathematics and science with emphasis on the use of experiments, manipulatives, problems solving, cooperative learning, and communication of understanding.

Notes: MATH 323 and SCED 323 are equivalent courses. Students may not receive credit for both.

Prerequisites: MATH 324, or EDEL 323 or SCED 324, or SCED 322

Description: Prospective teachers will learn and use the methods and materials needed to teach middle school students mathematics and science with emphasis on the use of experiments, manipulatives, problems solving, cooperative learning, and communication of understanding.

Notes: MATH 323 and SCED 323 are equivalent courses. Students may not receive credit for both.

Credits: 5

Prerequisites: EFC 320, MATH 322, current WSP/FBI fingerprint clearance, and conditional or full admission to the Teacher Certification Program. Corequisite: EFC 210.

Prerequisites: EFC 320, MATH 322, current WSP/FBI fingerprint clearance, and conditional or full admission to the Teacher Certification Program. Corequisite: EFC 210.

Description:

Credits: 4

Prerequisites: EFC 320 and**MATH 324**.

Description: Mathematics teacher candidates will practice planning, teaching, and assessing mathematics activities with emphasis on standard-based curriculum, problems solving, teaching for understanding, equity, and technology. Candidates will discuss and implement technology to improve their impact on student learning.

Prerequisites: EFC 320 and

Description: Mathematics teacher candidates will practice planning, teaching, and assessing mathematics activities with emphasis on standard-based curriculum, problems solving, teaching for understanding, equity, and technology. Candidates will discuss and implement technology to improve their impact on student learning.

Credits: 5

Prerequisites: MATH 260 and permission

Description: Topics from logic, combinatorics, counting techniques, graph theory and theory of finite-state machines.

Prerequisites: MATH 260 and permission

Description: Topics from logic, combinatorics, counting techniques, graph theory and theory of finite-state machines.

Credits: 3

Prerequisites: MATH 272 with a grade of C or higher.

Description: Students will use multiple integrals, line integrals, and differential equations to model physical situations.

Prerequisites: MATH 272 with a grade of C or higher.

Description: Students will use multiple integrals, line integrals, and differential equations to model physical situations.

Credits: 4

Prerequisites: Permission and Tier II Secondary Mathematics Education

Description: Discrete models, including graph theory, difference equations, and the models of social choice, and the inherent logic combinatorics, and algebra.

Prerequisites: Permission and Tier II Secondary Mathematics Education

Description: Discrete models, including graph theory, difference equations, and the models of social choice, and the inherent logic combinatorics, and algebra.

Credits: 4

Prerequisites: Math 260

Prerequisites: Math 260

Description: This course is an introduction to discrete mathematics suitable for continued work in mathematics. Emphasis will be placed on proof writing.

Credits: 4

Prerequisites: Math 260

Description: This course is an introduction to basic concepts of point-set topology (topologies, continuity, compactness, connectedness, separation). Emphasis will be placed on proof writing using a set of axiom.

Prerequisites: Math 260

Description: This course is an introduction to basic concepts of point-set topology (topologies, continuity, compactness, connectedness, separation). Emphasis will be placed on proof writing using a set of axiom.

Credits: 4

Prerequisites: permission and Tier II Secondary Mathematics Educations

Description: An inductive and deductive approach to intuitive geometry, modern Euclidean geometry, history of geometry, and axiomatic systems in geometry.

Prerequisites: permission and Tier II Secondary Mathematics Educations

Description: An inductive and deductive approach to intuitive geometry, modern Euclidean geometry, history of geometry, and axiomatic systems in geometry.

Credits: 3

Prerequisites: permission and Tier II Secondary Mathematics Education

Description: First Course in the structure of algebraic systems includes the study of real number systems and other algebraic systems in the development of group theory.

Prerequisites: permission and Tier II Secondary Mathematics Education

Description: First Course in the structure of algebraic systems includes the study of real number systems and other algebraic systems in the development of group theory.

Credits: 3

Prerequisites: permission, Tier II Secondary Mathematics Education, and MATH 360

Description: The second course in the structure of algebraic systems, including rings, modules, and fields, and their associated morphisms.

Prerequisites: permission, Tier II Secondary Mathematics Education, and MATH 360

Description: The second course in the structure of algebraic systems, including rings, modules, and fields, and their associated morphisms.

Credits: 4

Prerequisites: MATH 265 or permission

Description: Vector spaces, linear transformations, bilinear and quadratic forms, eigenvalues, eigenvectors, similarity, inner products and norms.

Outcomes: Faculty Senate Curriculum Committee version

Prerequisites: MATH 265 or permission

Description: Vector spaces, linear transformations, bilinear and quadratic forms, eigenvalues, eigenvectors, similarity, inner products and norms.

Outcomes: Faculty Senate Curriculum Committee version

Credits: 4

Prerequisites: MATH 272, and at least one of Math 335 or 351, both with a grade of C or higher.

Description: The basic concepts of the real numbers and calculus are presented from an axiomatic standpoint. This course also offers basic proof writing skills that are necessary for more advanced mathematics.

Outcomes: Faculty Senate Curriculum Committee version

Prerequisites: MATH 272, and at least one of Math 335 or 351, both with a grade of C or higher.

Description: The basic concepts of the real numbers and calculus are presented from an axiomatic standpoint. This course also offers basic proof writing skills that are necessary for more advanced mathematics.

Outcomes: Faculty Senate Curriculum Committee version

Credits: 3

Prerequisites: MATH 265 and MATH 272 or permission

Description: Elementary methods of solutions of ordinary differential equations. Some numerical methods for solving ordinary differential equations with applications.

Notes: Formerly MATH 376.1. Students may not receive credit for both.

Outcomes: Faculty Senate Curriculum Committee version

Prerequisites: MATH 265 and MATH 272 or permission

Description: Elementary methods of solutions of ordinary differential equations. Some numerical methods for solving ordinary differential equations with applications.

Notes: Formerly MATH 376.1. Students may not receive credit for both.

Outcomes: Faculty Senate Curriculum Committee version

Credits: 3

Prerequisites: MATH 376

Description: Elementary methods of solutions of ordinary differential equations. Some numerical methods for solving ordinary differential equations with applications.

Notes: Formerly MATH 376.2. Students may not receive credit for both.

Outcomes: Faculty Senate Curriculum Committee version

Prerequisites: MATH 376

Description: Elementary methods of solutions of ordinary differential equations. Some numerical methods for solving ordinary differential equations with applications.

Notes: Formerly MATH 376.2. Students may not receive credit for both.

Outcomes: Faculty Senate Curriculum Committee version

Credits: 4

Prerequisites: MATH 102 and MATH 153 and admission to the middle-level math major.

Description: This course focuses on conceptual and procedural understanding of probability and statistics including probability, graphing, measures of center and spread, distributions, and confidence intervals. Concepts are taught from a problem solving perspective using appropriate technology.

Prerequisites: MATH 102 and MATH 153 and admission to the middle-level math major.

Description: This course focuses on conceptual and procedural understanding of probability and statistics including probability, graphing, measures of center and spread, distributions, and confidence intervals. Concepts are taught from a problem solving perspective using appropriate technology.

Credits: 4

Prerequisites: MATH 153 and MATH 216.

Description: This course focuses on conceptual and procedural development of algebra including logic, algebraic reasoning, equations, inequalities, patterns, sequences, functions, modeling, and polynomial algebra. Concepts are taught from a problem solving perspective using appropriate technology.

Prerequisites: MATH 153 and MATH 216.

Description: This course focuses on conceptual and procedural development of algebra including logic, algebraic reasoning, equations, inequalities, patterns, sequences, functions, modeling, and polynomial algebra. Concepts are taught from a problem solving perspective using appropriate technology.

Credits: 1, may be repeated up to 12 credits.

Prerequisites: Junior Standing or higher

Description: Introduction to new areas of mathematics. Exposure to open problems in mathematics, and to the practice of modern research mathematics.

Credits: 3

Prerequisites: MATH 311

Description: A thorough treatment of regression and correlation. Chi-square and other enumeration statistics. Non-parametric statistical principles of experimental design. Examples will be from a variety of fields.

Outcomes: Faculty Senate Curriculum Committee version

Prerequisites: MATH 311

Description: A thorough treatment of regression and correlation. Chi-square and other enumeration statistics. Non-parametric statistical principles of experimental design. Examples will be from a variety of fields.

Outcomes: Faculty Senate Curriculum Committee version

Credits: 3

Prerequisites: MATH 410A

Description: A thorough treatment of regression and correlation. Chi-square and other enumeration statistics. Non-parametric statistical principles of experimental design. Examples will be from a variety of fields.

Outcomes: Faculty Senate Curriculum Committee version

Prerequisites: MATH 410A

Description: A thorough treatment of regression and correlation. Chi-square and other enumeration statistics. Non-parametric statistical principles of experimental design. Examples will be from a variety of fields.

Outcomes: Faculty Senate Curriculum Committee version

Credits: 4

Prerequisites: MATH 273 or permission

Description: Principal topics include: combinatorial theory, conditional probability, random variables, expectation and moments, generating functions, various discrete and continuous distributions, law of large numbers, central limit theorem.

Outcomes: Faculty Senate Curriculum Committee version

Prerequisites: MATH 273 or permission

Description: Principal topics include: combinatorial theory, conditional probability, random variables, expectation and moments, generating functions, various discrete and continuous distributions, law of large numbers, central limit theorem.

Outcomes: Faculty Senate Curriculum Committee version

Credits: 3

Prerequisites: MATH 411A

Description: Derived distributions, point and interval estimation, hypothesis testing. Correlation and regression theory. Distribution free methods. Bayesian inference.

Outcomes: Faculty Senate Curriculum Committee version

Prerequisites: MATH 411A

Description: Derived distributions, point and interval estimation, hypothesis testing. Correlation and regression theory. Distribution free methods. Bayesian inference.

Outcomes: Faculty Senate Curriculum Committee version

Credits: 3

Prerequisites: MATH 411B

Description: Derived distributions, point and interval estimation, hypothesis testing. Correlation and regression theory. Distribution free methods. Bayesian inference.

Outcomes: Faculty Senate Curriculum Committee version

Prerequisites: MATH 411B

Description: Derived distributions, point and interval estimation, hypothesis testing. Correlation and regression theory. Distribution free methods. Bayesian inference.

Outcomes: Faculty Senate Curriculum Committee version

Credits: 3

Prerequisites: MATH 410B

Description: Model building, parameter estimation, diagnostic checking of time series data; ARIMA models and forecasting. Analysis of seasonal models.

Outcomes: Faculty Senate Curriculum Committee version

Prerequisites: MATH 410B

Description: Model building, parameter estimation, diagnostic checking of time series data; ARIMA models and forecasting. Analysis of seasonal models.

Outcomes: Faculty Senate Curriculum Committee version

Credits: 1–2

Prerequisites: MATH 411A or concurrent registration

Description: Students discuss and present problems in probability and mathematical statistics important for actuaries.

May be repeated for a total of 3 credits.

Prerequisites: MATH 411A or concurrent registration

Description: Students discuss and present problems in probability and mathematical statistics important for actuaries.

May be repeated for a total of 3 credits.

Credits: 1–2

Prerequisites: MATH 410B or concurrent registration

Description: Students discuss and present problems in probability and mathematical statistics important for actuaries.

Notes: May be repeated for a total of 3 credits.

Prerequisites: MATH 410B or concurrent registration

Description: Students discuss and present problems in probability and mathematical statistics important for actuaries.

Notes: May be repeated for a total of 3 credits.

Credits: 3

Prerequisites: MATH 411A

Description: Modeling process, calibration and evaluation. Analyzing data, determining suitable model including parameter values, and providing measures of confidence for decisions based upon the model.

Prerequisites: MATH 411A

Description: Modeling process, calibration and evaluation. Analyzing data, determining suitable model including parameter values, and providing measures of confidence for decisions based upon the model.

Credits: 3

Prerequisites: MATH 417A

Description: Modeling process, calibration and evaluation. Analyzing data, determining suitable model including parameter values, and providing measures of confidence for decisions based upon the model.

Prerequisites: MATH 417A

Description: Modeling process, calibration and evaluation. Analyzing data, determining suitable model including parameter values, and providing measures of confidence for decisions based upon the model.

Credits: 3

Prerequisites: MATH 417B

Description: Modeling process, calibration and evaluation. Analyzing data, determining suitable model including parameter values, and providing measures of confidence for decisions based upon the model.

Prerequisites: MATH 417B

Description: Modeling process, calibration and evaluation. Analyzing data, determining suitable model including parameter values, and providing measures of confidence for decisions based upon the model.

Credits: 3

Prerequisites: MATH 173 with a grade of C or higher

Description: Fundamental concepts and calculations for cash flows as a basis for future use in reserving, valuation, pricing, asset/liability management, investment ,and capital budgeting.

Prerequisites: MATH 173 with a grade of C or higher

Description: Fundamental concepts and calculations for cash flows as a basis for future use in reserving, valuation, pricing, asset/liability management, investment ,and capital budgeting.

Credits: 3

Prerequisites: MATH 418A with a grade of C or higher

Description: Fundamental concepts and calculations for cash flows as a basis for future use in: reserving, valuation, pricing, asset/liability management, investment, and capital budgeting.

Prerequisites: MATH 418A with a grade of C or higher

Description: Fundamental concepts and calculations for cash flows as a basis for future use in: reserving, valuation, pricing, asset/liability management, investment, and capital budgeting.

Credits: 3

Prerequisites: MATH 418B with a grade of C or higher

Description: Introduction to financial instruments, including derivatives, and the concept of no-arbitrage as it relates to financial mathematics. Introduction to financial economics and key terms: derivatives, forwards, short and long positions, call and put options, spreads, collars, hedging, arbitrage, and swaps.

Credits: 3

Prerequisites: MATH 411A and permission

Description: Mathematics of analyzing and pricing insurance, annuities and pension products. Life contingencies, risk theory, and techniques in reserving and valuation.

Prerequisites: MATH 411A and permission

Description: Mathematics of analyzing and pricing insurance, annuities and pension products. Life contingencies, risk theory, and techniques in reserving and valuation.

Credits: 3

Prerequisites: MATH 419A and permission

Description: Mathematics of analyzing and pricing insurance, annuities and pension products. Life contingencies, risk theory, and techniques in reserving and valuation.

Prerequisites: MATH 419A and permission

Description: Mathematics of analyzing and pricing insurance, annuities and pension products. Life contingencies, risk theory, and techniques in reserving and valuation.

Credits: 3

Prerequisites: MATH 419B and permission

Description: Mathematics of analyzing and pricing insurance, annuities and pension products. Life contingencies, risk theory, and techniques in reserving and valuation.

Prerequisites: MATH 419B and permission

Description: Mathematics of analyzing and pricing insurance, annuities and pension products. Life contingencies, risk theory, and techniques in reserving and valuation.

Credits: 3

Prerequisites: MATH 260

Description: Euclidean algorithm, fundamental theorem of arithmetic, diophantine equations, primitive roots and indices and other number theory topics.

Prerequisites: MATH 260

Description: Euclidean algorithm, fundamental theorem of arithmetic, diophantine equations, primitive roots and indices and other number theory topics.

Credits: 5

Prerequisites: MATH 411B and MATH 418C

Description: Concepts, principles, and techniques needed for the professional actuarial SOA/CAS Exam MFE are covered in this course. Topics to explore include interest rate models, bond price models, rational valuation of derivative securities, and delta-hedging as risk management techniques.

Credits: 3

Prerequisites: MATH 260 and MATH 265

Description: An introduction to point-set and algebraic topology. Topics may include metric spaces, topological spaces, homotopy theory and the fundamental group.

Prerequisites: MATH 260 and MATH 265

Description: An introduction to point-set and algebraic topology. Topics may include metric spaces, topological spaces, homotopy theory and the fundamental group.

Credits: 3

Prerequisites: MATH 451

Description: An introduction to point-set and algebraic topology. Topics may include metric spaces, topological spaces, homotopy theory and the fundamental group.

Prerequisites: MATH 451

Description: An introduction to point-set and algebraic topology. Topics may include metric spaces, topological spaces, homotopy theory and the fundamental group.

Credits: 3

Prerequisites: MATH 452

Description: An introduction to point-set and algebraic topology. Topics may include metric spaces, topological spaces, homotopy theory and the fundamental group.

Prerequisites: MATH 452

Description: An introduction to point-set and algebraic topology. Topics may include metric spaces, topological spaces, homotopy theory and the fundamental group.

Credits: 3

Prerequisites: permission, MATH 355, and Tier II Secondary Mathematics Education

Description: Introduction to non-Euclidean geometry including history, deductive reasoning, and topics in hyperbolic and elliptical geometry

Prerequisites: permission, MATH 355, and Tier II Secondary Mathematics Education

Description: Introduction to non-Euclidean geometry including history, deductive reasoning, and topics in hyperbolic and elliptical geometry

Credits: 5

Prerequisites: MATH 265 and MATH 260

Description: An introduction to geometry from the perspective of calculus.

Notes: This course is on reserve and may be offered subject to program needs.

Prerequisites: MATH 265 and MATH 260

Description: An introduction to geometry from the perspective of calculus.

Notes: This course is on reserve and may be offered subject to program needs.

Credits: 4

Prerequisites: MATH 260 and MATH 265

Description: Algebraic structures such as groupoids, groups, rings and fields.

Notes: Formerly MATH 461.1. Students may not receive credit for both.

Outcomes: Faculty Senate Curriculum Committee version

Prerequisites: MATH 260 and MATH 265

Description: Algebraic structures such as groupoids, groups, rings and fields.

Notes: Formerly MATH 461.1. Students may not receive credit for both.

Outcomes: Faculty Senate Curriculum Committee version

Credits: 4

Prerequisites: MATH 461

Description: Algebraic structures such as groupoids, groups, rings and fields.

Outcomes: Faculty Senate Curriculum Committee version

Prerequisites: MATH 461

Description: Algebraic structures such as groupoids, groups, rings and fields.

Outcomes: Faculty Senate Curriculum Committee version

Credits: 5

Prerequisites: MATH 265 and MATH 311 or permission

Description: Decision analysis, simulation theory, queuing theory; linear and dynamic programming.

Prerequisites: MATH 265 and MATH 311 or permission

Description: Decision analysis, simulation theory, queuing theory; linear and dynamic programming.

Credits: 4

Prerequisites: MATH 260 and MATH 273

Description: Further development of properties of calculus.

Outcomes: Faculty Senate Curriculum Committee version

Prerequisites: MATH 260 and MATH 273

Description: Further development of properties of calculus.

Outcomes: Faculty Senate Curriculum Committee version

Credits: 4

Prerequisites: MATH 471

Description: Further development of properties of calculus.

Outcomes: Faculty Senate Curriculum Committee version

Prerequisites: MATH 471

Description: Further development of properties of calculus.

Outcomes: Faculty Senate Curriculum Committee version

Credits: 4

Prerequisites: Math 265, Math 272, MATH 376, and Math 299s or other programming experience by permission of instructor

Description: An introduction to mathematical modeling and how mathematical models are used to model real world phenomenon from physical and biological models to economic and social models.

Outcomes: Faculty Senate Curriculum Committee version

Prerequisites: Math 265, Math 272, MATH 376, and Math 299s or other programming experience by permission of instructor

Description: An introduction to mathematical modeling and how mathematical models are used to model real world phenomenon from physical and biological models to economic and social models.

Outcomes: Faculty Senate Curriculum Committee version

Credits: 4

Prerequisites: Math 260, Math 265, and Math 299S or other programming and proof experience by consent of instructor.

Description: Selected topics from advanced analysis especially useful to the engineer, chemist, physicist and applied mathematician.

Outcomes: Faculty Senate Curriculum Committee version

Prerequisites: Math 260, Math 265, and Math 299S or other programming and proof experience by consent of instructor.

Description: Selected topics from advanced analysis especially useful to the engineer, chemist, physicist and applied mathematician.

Outcomes: Faculty Senate Curriculum Committee version

Credits: 4

Prerequisites: MATH 476

Description: Selected topics from advanced analysis especially useful to the engineer, chemist, physicist and applied mathematician.

Outcomes: Faculty Senate Curriculum Committee version

Prerequisites: MATH 476

Description: Selected topics from advanced analysis especially useful to the engineer, chemist, physicist and applied mathematician.

Outcomes: Faculty Senate Curriculum Committee version

Credits: 1–12

Description: An individualized contracted field experience with business, industry, government, or social service agencies. This contractual arrangement involves a student learning plan, cooperating employer supervision and faculty coordination.

Notes: Prior approval required. May be repeated. Grade will be S or U.

Description: An individualized contracted field experience with business, industry, government, or social service agencies. This contractual arrangement involves a student learning plan, cooperating employer supervision and faculty coordination.

Notes: Prior approval required. May be repeated. Grade will be S or U.

Credits: 1–6

Description: The title of the workshop and the credit to be earned shall be determined at the time the workshop is approved. Designed to give an opportunity for individual and group study of problems in mathematics.

Description: The title of the workshop and the credit to be earned shall be determined at the time the workshop is approved. Designed to give an opportunity for individual and group study of problems in mathematics.

Credits: 2

Prerequisites: 30 credits in mathematics

Description: Serves the purpose of providing the opportunity for competent senior or graduate students to receive credit and experience in developing procedures and techniques in teaching college level mathematics.

Prerequisites: 30 credits in mathematics

Description: Serves the purpose of providing the opportunity for competent senior or graduate students to receive credit and experience in developing procedures and techniques in teaching college level mathematics.

Credits: 2

Prerequisites: 30 credits in mathematics

Description: Serves the purpose of providing the opportunity for competent senior or graduate students to receive credit and experience in developing procedures and techniques in teaching college level mathematics.

Notes: Formerly MATH 492.2. Students may not receive credit for both.

Prerequisites: 30 credits in mathematics

Description: Serves the purpose of providing the opportunity for competent senior or graduate students to receive credit and experience in developing procedures and techniques in teaching college level mathematics.

Notes: Formerly MATH 492.2. Students may not receive credit for both.

Credits: 1–6

Prerequisites: permission of instructor

Description:

Prerequisites: permission of instructor

Description:

Credits: 1–6

Description:

Description:

Credits: 1–5

Description:

Description:

Credits: 3

Prerequisites: permission, MATH 324, and Tier II Secondary Mathematics Education

Description: Individualized projects using oral presentations and written electronic portfolio to show mastery in all program outcomes for teaching secondary mathematics.

Credits: 2

Description: Individualized projects using oral presentations and written portfolio to show mastery in all program outcomes for mathematics.

$20,000 Scholarships Available To Junior STEM Students, April 1 Deadline

Approximately seven, two-year scholarships in the amount of $20,000 will be awarded to academically

CWU Math Professor Receives MAA Meritorious Service AwardStuart Boersma, Central Washington University math professor, received the Pacific Northwest Section

Englund Named Dean Of CWU’s College Of The SciencesAfter a nationwide search, Tim Englund, professor of mathematics, was named dean of Central Washingt