Which statement correctly characterizes a conditionally convergent series?
MATHEMATICS · Single correct · AP · Calculus BC · Infinite Sequences and Series · Infinite Sequences and Series
Problem
Which statement correctly characterizes a conditionally convergent series?
(a) It converges, and the series formed by taking absolute values of its terms also converges.
(b) Its terms merely alternate in sign, regardless of any convergence tests.
(c) It converges, but the series formed by taking absolute values of its terms diverges.
(d) Both the series and the series formed by taking absolute values of its terms diverge.