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Chapter 2: Relations Relations Understanding relations requires basic knowledge of sets. A Set is a collection of well defined objects of particular kind. For Example a set of outcomes of dice, a sets of English alphabet. Relation is always studied between two sets. If we have two non empty sets A and B then the relation R from set A to set B is represented by aRb, where a and b are the elements of the sets A and B respectively. For more details use the links given below: Click here → Study Material of Relations Click here → Revision Notes of Relations
Understanding relations requires basic knowledge of sets. A Set is a collection of well defined objects of particular kind. For Example a set of outcomes of dice, a sets of English alphabet. Relation is always studied between two sets. If we have two non empty sets A and B then the relation R from set A to set B is represented by aRb, where a and b are the elements of the sets A and B respectively. For more details use the links given below:
Click here → Study Material of Relations
Click here → Revision Notes of Relations
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Chapter 2: Relations – Exercise 2.1...
Chapter 2: Relations – Exercise 2.3...
Chapter 2: Relations – Exercise 2.2...
