Question: 2. Explain how the Divergence Test can be applied to a geometric series with ratio greater than 1. 00 1 3. What name do we

2. Explain how the Divergence Test can be applied to a

2. Explain how the Divergence Test can be applied to a geometric series with ratio greater than 1. 00 1 3. What name do we give to the series: 2 ? Does this series converge or diverge? n 11:1 Explain how this series can be used as a counterexample to the statement in 13b. 4. Apply the Divergence Test. State Whether each series diverges or Whether the test is inconclusive: 1 \"'3 1+3\" 32+1 8': n+1 1:"an '3': 4n (1217744712

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