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Last updated: Apr 22, 2022

Set Theory

Set Theory starts very simply; it examines whether an object belongs, or does not belong, to a set of objects which has been described in some non-ambiguous way. From this simple beginning, an increasingly complex series of ideas can be developed, which leads to notations and techniques with many varied applications. A set can be defined as an unordered collection of entities that are related because they obey a certain rule.
Set Theory EASY
In this blog, we will discuss sets and set theory. We will also discuss set representation, set types, and the Venn diagram, then various set operations such as union, intersection, complement, difference, and cartesian product. Finally, we will discuss the inclusion-exclusion principle and derangement.
Set Operations EASY
This article will cover the operations performed on the sets along with examples.
Multisets
In this blog, we will learn what multisets are, associated terminologies, and operations on multisets.
Algebra of Sets EASY
This article will cover the topic of Algebra of Sets.
Inclusion-Exclusion Principle
In this blog, we will learn what the Inclusion-Exclusion principle is all about, and also its applications.
Mathematical Induction
In this blog, we will learn about mathematical Induction and will verify the statement problems using Mathematical Induction Theorem.