Helpful Resources in Learning Latex

I am being serious of using Latex to the point that I’m going to use it to create our next booklet at work and in my next presentations, so I began learning about it a few months ago. In this post, I’m going to share with you the resources that I have been using in learning it which I found extremely helpful. For those who have not heard about Latex yet, it is a typesetting system that can be used for creating professional and technical documents. Most mathematicians use Latex in publishing their research papers. The image below shows a Latex code and its output.

Click image for full view (via Wikipedia)

To create equations like

x = \dfrac{-b \pm \sqrt{b^2-4ac}}{2a}

on websites or blogs, you need to have some basic knowledge about Latex codes for mathematical expressions.

To create Latex documents, you need two things:

  1. An editor where you will type your code
  2. A distribution (compiler) which turns the code into a readable document

For the editor, I use Texmaker because it is both available for Windows and MacOS. I use Windows at work, while may personal laptop is a Mac.  For the distribution, I recommend using Miktex for Windows or Mactex for Mac. Texmaker, Miktex, and Mactex are all free software!

Learning Latex

For learning the basics of Latex, I highly recommend Michelle Krummel’s tutorials on Youtube. Honestly, you only need these tutorials for learning the basics. The tutorials include creating and formatting simple documents, typing mathematical expressions, using packages and macros. There is also a tutorial on creating Beamer presentations. We will talk about Beamer in another post.

Other tutorials can be found on Overleaf’s Documentation page. Overleaf is an online and collaborative Latex editor. I have used it for a few days but I preferred TexMaker.

You only need those two resources to learn the very basics of Latex. I strongly suggest that you finish Michelle Krummel’s tutorials first.

Compass and Straightedge Construction Using GeoGebra

In Geometry, the term construction refers to the ‘drawing’ of geometric objects such as lines and circles with only the use of compass and straightedge. Construction does not allow measurement of both lengths and angles. The earliest study of Geometry, particularly parts of Euclid’s Elements focused on “building” Geometry based on compass and straightedge construction. In the following discussion, we will refer to compass and straightedge construction as simply construction.

 

Compasa and Straightedge

Compass and Straightedge

Using dynamic geometry software (DGS), we can extend construction to computers, tablets, and mobile phones. In this post, we will learn how to use GeoGebra to mimic construction. For those who do not know about GeoGebra yet, it is a free multi-platform mathematics software (not just a DGS) that can be used for teaching and learning mathematics. You may download it here and if you want to learn about it extensively, I have created numerous tutorials on how to use it here» Read more

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