The nth partial sum of an infinite series is given by Sn=4−n3+2n(−1)n. What can be concluded about the series?
a) It diverges because the partial sums oscillate indefinitely.
b) It converges, and the series sums to 4.
c) It converges, and the series sums to 4.5.
d) It diverges because the terms of the series do not tend to zero.