A relation on the set A = {x: 1x < 3, X E Z}, where Z is the set of integers is defined by
R- {(x, y): y = 1x1,x - 1. Then the number of elements in the power set of Ris
1)32 2)16 3)8 ) 64
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R={(0,5),(0,−5),(3,4),(−3,4),(3,−4),(−3,−4),(4,3),(−4,3),(4,−3),(−4,3),(5,0),(−5,0)}
R
−1
={(5,0),(−5,0),(4,3),(4,−3),(−4,3),(−4,−3),(3,4),(3,−4),(−3,4),(3,−4),(0,5),(0,−5)}
Therefore domain of R≡{0,3,−3,−4,4,−5,−5}= domain of R
−1
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