A relation R defined on N the set of natural no. Is given by R={(a,b):b=a+8,a<4 and a,b elements N} write Domain of R and Range of R
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We have to consider only natural number
as it is given that will relation is defined
only on natural numbers and also it is
given that is a is less than 4 so we have
only natural a value of a ={1,2,3}
b=8+a
when a= 1 then b=9
a= 2 then b = 10
a=3 then b =11
So we have relation (1,9) (2,10) (3,11)
Domain ={1,2,3}
Range= {9,10,11}
as it is given that will relation is defined
only on natural numbers and also it is
given that is a is less than 4 so we have
only natural a value of a ={1,2,3}
b=8+a
when a= 1 then b=9
a= 2 then b = 10
a=3 then b =11
So we have relation (1,9) (2,10) (3,11)
Domain ={1,2,3}
Range= {9,10,11}
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