Q. 14.1( 24 Votes )

Define a function as a set of ordered pairs.

Answer :

A function from is defined by a set of ordered pairs such that any two ordered pairs should not have the same first component and the different second component.


This means that each element of a set, say X is assigned exactly to one element of another set, say Y.


The set X containing the first components of a function is called the domain of the function.


The set Y containing the second components of a function is called the range of the function.


For example, f = {(a, 1), (b, 2), (c, 3)} is a function.


Domain of f = {a, b, c}


Range of f = {1, 2, 3}


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