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 Definition : A relation is a set of ordered pairs. Notation : If R stands for the relation " is a divisor of " then we can write 6 R 30 which means 6 is a divisor of 30. If A and B are two sets, then we can say that a relation from A to B is a non empty sub set of A ´ B. Hence A R B Î A ´ B. Roster method :- In this method, a relation is represented as a set of ordered pairs. For example { ( 1, 1 ) , ( 1, 2 ) , ( 2, 2 ) , ( 2, 2 ) } Rule method:- In this method, the rule which gives a relation is stated. For example { ( x, y ) | x = y Ù x Î N } Graph method:- In this method a graph of the given relation is drawn. Arrow diagram:- In this method the relation is shown by arrows from the first component to the second one. Set A is a Capital of (R) Set B Index 6.1 Relations 6.2 Functions6.3 Variation Chapter 7