LIM-7.A Determine whether a series converges or diverges. LIM-7.A.12 A series may be absolutely convergent, conditionally convergent, or divergent. LIM-7.A.13 If a series converges absolutely, then it converges. LIM-7.A.14 If a series converges absolutely, then any series obtained from it by regrouping or rearranging the terms has the same value. Enduring understanding LIM-7: Applying limits may allow us to determine the finite sum of infinitely many terms.
Objective notes1 learning objective—LIM-7.A—Determine whether a series converges or diverges—Topic 10.9• LIM-7.A Determine whether a series converges or diverges.• LIM-7.A.12 A series may be absolutely convergent, conditionally convergent, or divergent.• LIM-7.A.13 If a series converges absolutely, then it converges.• LIM-7.A.14 If a series converges absolutely, then any series obtained from it by regrouping or rearranging the terms has the same value.• Enduring understanding LIM-7: Applying limits may allow us to determine the finite sum of infinitely many terms.View