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Introduction to Set Theory |
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Interactive Lesson by Thomas Cordell |
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Glossary |
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Here is the glossary of key terms and symbol meanings for this Lesson: Important Key Terms Sets: a collection of elements. Elements: a number or object Subsets: a set that is contained inside another set. Intersection: is the set that contain all elements of both sets being compared. Union: the convergence of two sets into a distinct single set. Symmetric Difference: set of elements which are in one of the sets but not the other. Cartesian Product: the set that contains all pairs between two sets. Power Set: set that contains all subsets of a set. Cardinality: the number of elements in a set.
Important Key Symbols Î : means “in”. Ï : means “NOT in”. : means all Natural numbers. | : means “such that”. < : Less than > : Greater than £ : Less than or equal to. ³ : Greater than or equal to. : means NOT equal to Í : means subset Ç : means the intersection È : means the union \ : means the difference x : means the Cartesian Product P() : means the Power set | set | : means the cardinality of the set Ø : empty set
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