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A= { x belongs to Z:0 <= x <=12}
A= { 0,1,2,3,4,5,6,7,8,9,10,11,12}
R= {(a,b) :|a-b| is a multiple of 4}
For a belongs to A and (a,a) belongs to R as |a-a|=0 which is a multiple of 4.
Hence it is reflexive.
Let (a,b) belongs to R and |a-b| is
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To qualify for JEE Mains, there is no minimum aggregate criteria. But if you want to join NITs, IIITs or CFTIs then you should score a minimum aggregate of 75% only in your 12th. 11th marks aren't considered. And then to appear for JEE Advanced which is the gateway for
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