Can I judge the convergence of an alternating series by integral test. Did I solve the question below

Identity, of the following, all statements that apply to the series)1). (—14115/7. 002n=1 C] The series is convergent by virtue of the Integral Test. The series is convergent by virtue of the Alternating Series Test.The series is convergent by virtue of the Ratio Test. [3 The series is divergent by virtue of the Integral Test. [3 The series is divergent by virtue of the Ratio Test. [3 The series is divergent since its general term does not tend toward 0.