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6. (5 points) diverges. an Using proper justification, determine if the sequence converges or (-1)" 2.vn

Question

6. (5 points) diverges. an Using proper justification, determine if the sequence converges or (-1)" 2.vn

6. (5 points) diverges. an Using proper justification, determine if the sequence converges or (-1) 2.vn
6. (5 points) diverges. an Using proper justification, determine if the sequence converges or (-1)" 2.vn

Answers

When limit n tends to infinity the denominator tends to infinity and thus limit n tends to infinity an is equal to zero.

Thus since the limit exists thus the sequence converges to 0.

Thank You.

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