S={x:x=n/(n+1),n€R, n<=4} in simple form
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f(n) = xn, then the sequence is denoted by x1,x2,..., or simply by (xn). We call xn ... 4. Let x ∈ R and x > 0. We show that x. 1 n → 1. Suppose x > 1 and x. 1.
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