Question: Problem 2 (15 points) (i) If (x) and (3n) and (n) (ii) If (n) (iii) If (x) and (n) Prove each of the following statments:

Problem 2 (15 points) (i) If (x) and (3n) and (n) (ii) If (n) (iii) If (x) and (n) Prove each of the following statments: are bounded sequences then the sequence (n+yn)1 is bounded. are null sequences then the sequence (2n + n) is null. are convergent sequences then the sequence (n + n) is converger

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