Just like any other language, you can communicate through mathematics. In mathematics, you communicate in many different ways, that all involve numbers. You use variable to represent unknown numbers, and symbols to communicate an operation. You can also use tables and graphs to visualize your mathematics. And of course, like all other languages, there are ways you can dive deep into, and expand how you use these! In this essay, I will be explaining just the four ways that I mentioned.
To start, you have variables, which are most commonly used in Algebra. You use variables to represent an unknown number, in which often your goal is to solve for the unknown number, in whatever way the equation requires you to. In many ways, variables almost
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In many ways, symbols are like vocal cues and hand gestures. They tell you how to respond to a problem, in terms of the manner you should do it in, and which things you should do first. All of these symbols even have an order, which are included in the order of operations, otherwise known as PEMDAS. Without symbols, math problems would just be numbers, on a page, just staring up at you.
Then, you have tables and graphs. Tables and graphs assist you in all areas of math, but they are of particular help when organizing your numbers so you can understand and see them better. There is a table and a graph for every single type of mathematical problem you will need to solve, I can (almost) guarantee. Tables and graphs are like the maps of math, in terms of they help explain where things go. Without tables and graphs, it would be much more difficult to put to words, and paper, our mathematical problems and solutions!
All in all, you have these 3 examples of how math involves communication. With variables, you use them to represent unknown numbers; without them, there would be no way to represent these numbers. After that, you have symbols, which tell you how to respond and solve a problem. Finally, you have tables and graphs, which help you map out your mathematical problems and solutions. Altogether, you have three important examples of how mathematics uses and embodies