An introduction to the syntax and conventions of Mathematica and the Wolfram Language, with tips to get new users up and running. The Basic Math Assistant palette is discussed in some depth.

Using Mathematica and the Wolfram Language to engage with the the algebra encountered in a precalculus or college algebra setting. Includes solving equations and simplifying expressions.

An introduction to the computational geometry commands in the Wolfram Language with an eye toward creating high quality, watertight, 3D printable meshes. Numerous examples illustrate the ideas.

Using Mathematica and the Wolfram Language to investigate mathematical functions, their graphs, creating tables of values, and working with real world data.

Practical information to and tips for using Mathematica and the Wolfram Language. Document creation, slideshow presentations, keyboard shortcuts, documentation, and troubleshooting are discussed.

Using Mathematica and the Wolfram Language to engage with the calculus of functions of a single variable. Includes limits, continuity, differentiation, integration, sequences, and series.

Using Mathematica and the Wolfram Language to engage with calculus in a mutivariate setting. Includes curves, surfaces, plotting, differentiation, optimization, integrals, vector fields, line and surface integrals.

Using Mathematica and the Wolfram Language to engage with the concepts of linear algebra. Includes solving systems of linear equations, vector spaces, Gaussian elimination, eigenvalues, eigenvectors.

A brief introduction to programming in the Wolfram Language. Includes both functional and procedural programming constructs, and pattern matching. Numerous examples illustrate the ideas.