Number System

This collection focuses on the theoretical and practical approach to Set theory. It begins with the introduction and importance of set theory. It then explains what sets are, which is a well defined collection of objects and also on what can or cannot be a set. It then sheds light on the types of sets: Empty set, Singleton set, Finite and Infinite sets and Disjoint sets. The next part of the collection highlights representation of a set mathematically, the first one being Roster method and the second, Set Builder Method. The collection then provides you the steps towards the solution of a problem involving Set Theory without Venn Diagram and the final part of the collection deals with examples of Set Theory which deals with Complement of a Set without the Venn Diagram and the concept of Venn Diagram, a very crucial tool in the understanding of the Set Theory. 

A thorough analysis of questions, book lists, planner, and much more: everything you need to know about SSC CGL, SSC CHSL and CPO examinations.

SSC Exams (Non Technical)/ Railway Exams

English

A Theoretical And Practical Approach To Set Theory

SSC CGL (Combined Graduate Level) Preparation

Quantitative Aptitude

Basic Maths

Bank, SSC & Railway Exams

This lesson provides you the steps towards the solution of a problem involving Set Theory without Venn Diagram. The question that is solved is, "In a class of 120 students numbered 1 to 120, all even numbered students opt for Physics, whole numbers are divisible by 5 opt for Chemistry and those numbers are divisible by 7 opt for Math. How many opt for none of the three subjects?".

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Set Theory - Solved Example On Set Theory Without Venn Diagram

Siddharth Gupta

A Theoretical And Practical Approach To Set Theory

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