if x be a nonempty set.the mapping d:X×X tends to R defined by d(x,y) ={0 if x=y , 1 if x not equal to y .prove that (x,d) is a me

if x be a nonempty set.the mapping d:X×X tends to R defined by d(x,y) ={0 if x=y , 1 if x not equal to y .prove that (x,d) is a metric space

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