If R = {(x, y): x, y∈N, x < 5 and y = 3} is a relation, then find domain and range of R.
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Step-by-step explanation:
The possible values of x which satisfies the given relation is the domain of the relation
The possible values of y which satisfies the given relation is the range of the relation
Given that x,y are natural numbers and the relation is x+2y=5
For x=1 , the value of y is 2
For x=3 , the value of y is 1
If x≥5, then y is negative which does not belong to naturals.
If x=2,4 then y becomes rational number which is not in naturals.
Thus, only 1 and 3 gives y as natural numbers 2 and 1.
Therefore, the domain is {1,3} and the range is {2,1}
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