Let .Suppose has the property that:

is convergent. Prove that is continuous at .

my approach:

Let and be two sequences in with . let and . I need to prove that . how do i go about it?

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- May 23rd 2011, 11:55 AMabhishekkgpweaker condition for continuity.
Let .Suppose has the property that:

is convergent. Prove that is continuous at .

my approach:

Let and be two sequences in with . let and . I need to prove that . how do i go about it? - May 23rd 2011, 01:43 PMtonio
- May 23rd 2011, 01:44 PMOpalg
- May 23rd 2011, 11:09 PMabhishekkgp