.. SPDX-FileCopyrightText: 2025 Xavier Bordoy .. .. SPDX-License-Identifier: CC-BY-SA-4.0 Exercises ######### This page has a list of existing exercises which are classified by topic, main action, language and document syntax. The action is written in the same language as the document, to facilitate the search for interested people. .. list-table:: List of exercises :header-rows: 1 * - Topic - Action - Language - Syntax * - Geometry - Pythagorean Theorem - :download:`Aplicació directa del teorema de Pitàgores. Càlcul la hipotenusa <../src/exercises/pythagorean-theorem.calculate-hypotenuse.ca.md>` - Catalan - ConTeXt * - Geometry - Pythagorean Theorem - :download:`Aplicació directa del teorema de Pitàgores. Càlcul d'un catet <../src/exercises/pythagorean-theorem.calculate-cathetus.ca.md>` - Catalan - ConTeXt * - Geometry - Pythagorean Theorem - :download:`Aplicació del teorema de Pitàgores. Càlcul de la base d'un triangle isòsceles <../src/exercises/pythagorean-theorem.calculate-isosceles-triangle.ca.md>` - Catalan - ConTeXt * - Algebra - Linear Systems of Equations. 2 variables 2 equations - :download:`Resolució de sistemes d'equacions 2x2 per substitució, igualació o reducció. Les y aïllades i tots els termes positius <../src/exercises/linear-equations-systems-2x2.isolate-y-all-positive.ca.md>` - Catalan - ConTeXt * - Algebra - Linear Systems of Equations. 2 variables 2 equations - :download:`Resolució de sistemes d'equacions 2x2 per substitució, igualació o reducció. Les y aïllades <../src/exercises/linear-equations-systems-2x2.isolate-y.ca.md>` - Catalan - ConTeXt * - Algebra - Linear Systems of Equations. 2 variables 2 equations - :download:`Resolució de sistemes d'equacions 2x2 per substitució, igualació o reducció. Sistema estàndard reduït <../src/exercises/linear-equations-systems-2x2.standard.ca.md>` - Catalan - ConTeXt * - Algebra - Linear Systems of Equations. 2 variables 2 equations - :download:`Resolució de sistemes d'equacions 2x2 per substitució, igualació o reducció. Sistema amb equacions amb y o -y <../src/exercises/linear-equations-systems-2x2.plus-or-minus-y.ca.md>`. - Catalan - ConTeXt * - Algebra - Linear Systems of Equations. 2 variables 2 equations - :download:`Solving Systems of 2x2 Linear Equations by Substitution, Igualation or Elimination. The y's isolated and all terms positive <../src/exercises/linear-equations-systems-2x2.isolate-y-all-positive.en.md>` - English - ConTeXt * - Algebra - Linear Systems of Equations. 2 variables 2 equations - :download:`Solving Systems of 2x2 Linear Equations by Substitution, Igualation or Elimination. The y's isolated <../src/exercises/linear-equations-systems-2x2.isolate-y.en.md>` - English - ConTeXt * - Algebra - Linear Systems of Equations. 2 variables 2 equations - :download:`Solving Systems of 2x2 Linear Equations by Substitution, Igualation or Elimination. Reduced Standard Form <../src/exercises/linear-equations-systems-2x2.standard.en.md>` - English - ConTeXt * - Algebra - Linear Systems of Equations. 2 variables 2 equations - :download:`Solving Systems of 2x2 Linear Equations by Substitution, Igualation or Elimination. Sistems of Equations with y or -y <../src/exercises/linear-equations-systems-2x2.plus-or-minus-y.en.md>`. - English - ConTeXt * - Relations between variables - Inverse proportion - :download:`Problema de proporcionalitat inversa: relació entre velocitat i temps d'arribada <../src/exercises/proportional-reasoning-inverse-proportion.speed-time.ca.md>` - Catalan - ConTeXt Templates ========== You can use the previous exercises using this generic templates: - :download:`ConTeXt <../src/templates/exercise.minimal.context>` - :download:`LaTeX <../src/templates/exercise.minimal.latex>` (see `src/template `__ directory to see all available templates). You can use this templates with ``wk.py``. Example, if you want to generate a worksheet using the exercise ``foo.md`` and ``templates/exercise.minimal.latex``, then you need to run :: python wk.py templates/exercise.minimal.latex foo.md See :doc:`/docs/tutorial` and `/docs/usage` for more information.