Brigham Young University - Hawaii

• (Math 106), (Math 106A), or (Math 106B) Mathematical Reasoning, Problem Solving, and Applications
  Designed to assist students in developing quantitative, analytical, and logical reasoning skills; in cultivating problem-solving strategies; and understanding the usefulness of mathematics through applications. (106A) Problem solving, financial management, exponential growth, mathematical modeling, and elementary applications of higher mathematics. (106B) Critical thinking, logic, sets, probability, and statistical reasoning.
  Taught Summer 2008, Fall 2008, First Term 2009 (106B), Winter 2010 (106A), First Term 2011 (106A), Summer A 2012 (106A), and Summer B 2012 (106A).
• (Math 107) Quantitative Reasoning
  Practical applications of mathematics in the context of logic, finance, statistics, probability, and other areas.
  Taught Fall 2015, Spring 2016, and Spring 2019.
• (Math 110) College Algebra
  Functions, polynomials, theory of equations, exponential and logarithmic functions, matrices, determinants, systems of linear equations, permutations, combinations, binomial theorem.
  Taught Winter 2004, Summer 2004, Winter 2006, Summer 2006, Winter 2013, and Fall 2013.
• (Math 111) Trigonometry and Analytic Geometrty
  Circular functions, triangle relationships, identities, inverse trigonometric functions, trigonometric equations, vectors, complex numbers, Demoivre's Theorem and analytic geometry.
  Taught Fall 2006, Fall 2007, Fall 2011, Fall 2013, Fall 2019, Spring 2021, and Winter 2023.
• (Math 119) Applied Calculus
  Introduction to plane analytic geometry and one-dimensional calculus. One semester terminal course designed for students in business, life sciences, management, social sciences, and related applied disciplines.
  Taught Winter 2015.
• (Math 121) Principles of Statistics
  Descriptive statistics, elementary probability, central tendency, variability, random variables (discrete and continuous) confidence intervals, hypothesis testing, linear regression, ANOVA, contingency tables.
  Taught in 2004 (Winter, Summer, Fall), 2005 (Winter, Summer, Fall), 2007 (Winter, Summer, Fall), 2008 (Winter and Summer), 2009 (Winter, Summer, Fall), 2010 (Summer, Fall), 2011 (Winter, Summer, First Term, Fall), Winter 2012, Summer 2013, 2014 (Winter, Summer, and Fall), Winter 2015, Winter 2015-16, Fall 2016, Winter 2016-17, Spring 2017, 2018 (Winter, Fall), 2019 (Winter, Fall), 2020 (Winter, Fall), 2021 (Winter, Fall), 2022 (Fall, Winter, and Spring), 2023 (Fall, Winter, Spring), 2024 (Fall, Winter, and Spring).
• (Psych 205) Psychological Statistics
  Statistical procedures and the interpretation of statistical data in the social sciences.
  Taught Fall 2017, Spring 2018, and Fall 2018.
• (Math 212) Calculus I
  Basic theoretical concepts and applications of differentiation and integration. Applications in two dimensional analytic geometry are provided.
  Taught Fall 2006, Fall 2009, Winter 2013, Spring 2016, Fall 2017, and Spring 2020.
• (Math 213) Calculus II
  Methods of integration, analytic geometry, transcendental and hyperbolic functions, infinite sequences and series, and polar coordinates.
  Taught Fall 2004, Fall 2005, Winter 2007, Winter 2010, Fall 2010, Fall 2012, Fall 2015, and Winter 2018.
• (Math 214) Multivariate Calculus
  Basic concepts and applications of vector calculus, multidimensional calculus, partial derivatives, and multiple integration.
  Taught Spring 2018.
• (Math 301) Foundations of Mathematics
  Set theory, logic, development of number systems and axiomatic systems. Attention is also given to the history of mathematics and famous mathematicians.
  Taught Winter 2008, Summer 2014, Spring 2019, Winter 2020, Fall 2020, and Winter 2022.
• (Math 308) Mathematics Using Technologies
  Introduction to current math-specific software and calculators which are used in the teaching and learning of mathematics. Technology will be used to investigate topics from algebra, statistics, calculus, linear algebra, etc.
  Taught Summer 2014.
• (Math 311) Introduction to Numerical Methods
  Interpolation, curve fitting, numerical differentiation and integration, and numerical solutions to linear, non-linear and differential systems.
  Taught Winter 2015-2016, Spring 2017, and taught every Winter since 2018.
• (IT 320) System Admin Essentials
  Introduces fundamental system configuration skills including system access, file systems, security, administration, logging, network, interfacing, installation.
  Taught Fall 2024.
• (Math 334) Differential Equations
  Methods used in solving ordinary differential equations and their applications. Numerical methods, series solutions, and Laplace Transforms.
  Taught Fall 2005, Fall 2006, Fall 2008, Fall 2009, Fall 2010, Winter 2012, Winter 2014, Summer 2015, Spring 2017, Spring 2021, and Spring 2023, and Winter 2024.
• (Math 343) Elementary Linear Algebra
  Linear systems, matrices, vectors and vector spaces, linear transformation, determinants, quadratic forms, Eigenvalues, and Eigenvectors.
  Taught Fall 2007, Summer 2012, Spring 2016, and Winter 2016-17, Spring 2022, and Fall 2023.
• (Math 421) Mathematical Statistics
  Was Math 321 until Fall 2018
  Probability, random variables, sampling distributions, estimation and hypothesis testing, regression and correlation.
  Taught Winter 2005-2011 (7 times), Fall 2011-2024 (14 times).
• (Math 490) Mathematics Seminar
  In this course, students will learn to write mathematics using LaTeX (and others). In addition, students will learn how to use other open source technologies, including computer algebra systems, that will help them to teach and communicate mathematics to others. This should allow them to engage in reproducible mathematical proofs and problem solving. This should allow students to produce documents and to collaborate with other authors.
  Taught Fall 2022

Montana State University

• (Math 150) Liberal Arts Mathematics.
  (No equivalent at BYU-H). A basic math course covering fundamentals in number systems, trigonometry, financial math, probability, and descriptive statistical techniques.
  Taught Spring 1997, Summer 1997, Summer 1998, and Summer 2003.
• (Math 170) Business Calculus.
  (Math 119 at BYU-H). A survey of basic calculus including limits, differentiation, and integration with applications to business and social science problems.
  Taught Fall 1996.
• (Math 181) Calculus & Analytic Geometry I.
  (Math 112 at BYU-H). Covering functions, elementary transcendental functions, limits and continuity, differentiation, integration, analytic geometry, and applications.
  Taught Fall 1998.
• (Math 182) Calculus & Analytic Geometry II.
  (Math 113 at BYU-H). Covering methods of integration, applications of the integral, first order differential equations, Taylor polynomial and series.
  Taught Spring 2001, Fall 2001, Spring 2002, Fall 2002, and Spring 2003.
• (Math 221) Matrix Theory and Modeling.
  (Lower level Math 343 at BYU-H). Matrix algebra, systems of linear equations, determinants, vector algebra, geometry in Euclidean 3-space, eigenvalues, eigenvectors.
  Taught Fall 2000 and Fall 2003.
• (Statistics 216) Introduction to Statistics I.
  (Like Math 221 at BYU-H). Covering traditional and robust estimates of location and variability, fundamentals of probability theory, confidence intervals and tests of hypotheses for normal distributions.
  Taught Fall 1997, Spring 1998, Summer 2001, and Summer 2002.
• (Statistics 217) Introduction to Statistics II.
  (Some topics covered in Math 221 at BYU-H). Statistical analysis using the computer. One and two sample test with confidence intervals for means and proportions; one-way analysis of variance; F-tests; multiple comparisons; correlation, contingency tables.
  Taught Spring 1999.