Let f function from (N,d1) to (N,d2 )where N is the set of natural numbers defined as f(x) = x, where dy is the usual me
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Let f function from (N,d1) to (N,d2 )where N is the set of natural numbers defined as f(x) = x, where dy is the usual me
Let f function from (N,d1) to (N,d2 )where N is the set of natural numbers defined as f(x) = x, where dy is the usual metric and dy is the discrete metric. then fis continuous at every points discontinuous at every points continuous except at x=1 continuous only at x=1
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