find algebraic form (Xn) of algebraic sequence 7, -5, -3
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X1=21/2 and Xn+1=(2+Xn)1/2 for each n≥1.
Find the supremum of the set {Xn} and prove it.
I figured that the supremum should be 2 by just examining the elements of the set and from the fact that each element is less than 2. Is there a proper way to find and prove the supremum of this set?
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