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| This page will be the home of tutorials from the summer 2010 MAA PREP workshop "Sage: Using Open-Source Mathematics Software with Undergraduates" (funding provided by NSF DUE 0817071). | This page is the home of tutorials from the summer 2010 MAA PREP workshop "Sage: Using Open-Source Mathematics Software with Undergraduates" (funding provided by NSF DUE 0817071). |
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| * The [[attachment:PREP Intro Tutorial.sws|first tutorial]] was about the absolute basics of evaluating mathematics, defining functions, finding help, and annotating Sage worksheets. | * The [[attachment:PREP Intro Tutorial.sws|first tutorial]] is about the absolute basics of evaluating mathematics, defining functions, finding help, and annotating Sage worksheets. |
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| * The [[attachment:PREP Tutorial, Symbolics and Basic Plotting.sws|second tutorial]] demonstrated the basics of using symbolic expressions and plotting in Sage. | * The [[attachment:PREP Tutorial, Symbolics and Basic Plotting.sws|second tutorial]] demonstrates the basics of using symbolic expressions and plotting in Sage. |
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| * The third tutorial will introduce the most common uses of Sage within the (extended) [[attachment:PREP Tutorial, Calculus|calculus]] sequence. | * The third tutorial introduces the most common uses of Sage within the (extended) [[attachment:PREP Tutorial, Symbolics and Basic Plotting.sws|calculus]] sequence. |
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| == Topical Tutorials == | == Advanced Tutorials == |
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| Later in the summer we will have additional tutorials for specific subfields of undergraduate mathematics. | * There is an introduction to more advanced plotting techniques, in [[attachment:PREP Tutorial, Advanced Plotting, Part 1.sws|two]] [[attachment:PREP Tutorial, Advanced Plotting, Part 2.sws|parts]]. * We also provide an introduction to the most basic [[attachment:PREP Tutorial, Introductory Programming.sws|programming]] skills needed for advanced use of Sage. * The interactive capabilities of Sage for classroom demonstration or lab use are relatively easy to use; [[attachment:PREP Quickstart Interact.sws|this worksheet]] has little dialogue, but shows how one can go from a simple command to a complex "Sagelet" in a slow, step-by-step manner. == Topical Quickstarts == We also have additional mini-tutorials for specific subfields of undergraduate mathematics as implemented in Sage and its components. * [[attachment:PREP Quickstart, Differential Equations.sws|Differential Equations]] * [[attachment:PREP Quickstart, Graph Theory and Discrete Math.sws|Graph Theory / Discrete]] * [[attachment:PREP Quickstart, Number Theory and Cryptography.sws|Number Theory / Crypto]] * [[attachment:PREP Quickstart, Abstract Algebra.sws|Abstract Algebra]] * [[attachment:PREP Quickstart, Linear Algebra.sws|Linear Algebra]] * [[attachment:PREP Quickstart, NumAnalysis.sws|Numerical Analysis]] * [[attachment:PREP Quickstart, Statistics and Distributions.sws|Statistics / distributions]] * [[attachment:PREP Quickstart, Multivariable Calculus.sws|Multivariable Calculus]] |
Tutorials for Sage 2010 PREP workshop
This page is the home of tutorials from the summer 2010 MAA PREP workshop "Sage: Using Open-Source Mathematics Software with Undergraduates" (funding provided by NSF DUE 0817071).
Basic Tutorials
The first tutorial is about the absolute basics of evaluating mathematics, defining functions, finding help, and annotating Sage worksheets.
The second tutorial demonstrates the basics of using symbolic expressions and plotting in Sage.
The third tutorial introduces the most common uses of Sage within the (extended) calculus sequence.
Advanced Tutorials
There is an introduction to more advanced plotting techniques, in two parts.
We also provide an introduction to the most basic programming skills needed for advanced use of Sage.
The interactive capabilities of Sage for classroom demonstration or lab use are relatively easy to use; this worksheet has little dialogue, but shows how one can go from a simple command to a complex "Sagelet" in a slow, step-by-step manner.
Topical Quickstarts
We also have additional mini-tutorials for specific subfields of undergraduate mathematics as implemented in Sage and its components.