## Sets: A Gentle Introduction

There are people who are fond of buying things in sets. For example, a pen collector may collect pens of different colors. Other people are obsessed with brands. For instance, Apple fans may buy the following an iPhone, iPod, iPad, and an iMac. If you are fond of *reading* Dan Brown, you probably have read or own some of the following books: The Lost Symbol, Deception Point, Digital Fortress, and The Da Vinci Code, and others.

In mathematics, a set is not very different. A *set* is can be described as a collection of objects with common characteristics*. *These objects are called elements*. *Given a set and an object, it is clear if the object is an element of a set or not. If we let *D* be a set of Dan Brown novels, then *D* = { *The Lost Symbol*, *Deception* *Point*, *Digital Fortress*, *The Da Vinci Code*}. Also, if we let *V* be the set of vowel letters in the English alphabet, then *V* = {*a*, *e*, *i*, *o*, *u*}, and if we let *R* be the set of polygons whose number sides is less than 9, then the set would include the polygons in the figure below. » Read more