V Victoria mamakise2000 New member Oct 20, 2010 #1 Let (x_n) be a convergent sequence. Prove that for every e>0 there exists k in N such that for every m,n >= k, absval(x_m - x_n)<e.
Let (x_n) be a convergent sequence. Prove that for every e>0 there exists k in N such that for every m,n >= k, absval(x_m - x_n)<e.