Menu

Can I Judge The Convergence Of An Alternating Series By Integral Test Did I Solve The Question Below

0 Comment

Identity, of the following, all statements that apply to the series
)1). (—1
4115/7. 00
2
n=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. Math