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Introduction to Set theory
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== What is a Set? == A '''set''' is a collection of objects, called '''elements''' or '''members''', that are grouped together because they share a common property. * Example: A set of vowels in the English alphabet is written as: <math>A = \{a, e, i, o, u\}</math> === Notation and Terminology === * Sets are usually denoted by '''capital letters''' like A, B, C. * Elements are written '''within curly brackets''' <math>\{\}</math>. * The symbol '''β''' means βis an element ofβ. * Example: <math>3 \in \{1, 2, 3\}</math> * The symbol '''β''' means βis not an element ofβ. * Example: <math>4 \notin \{1, 2, 3\}</math>
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