select the correct answer: a) if a series conditionally converges, then it must....

[rashid]

which of the following statement is true?
a)if a series conditionally converges, then it must abusively converge as well
b)if a sequence a_n converges, then semesion (a_n) converges
c)a sequence which is both bounded and monotonic must converge
d)a geometric series converges provided the common ration is less then 1

 

[Deleted member 4993]

which of the following statement is true?
a)if a series conditionally converges, then it must abusively converge as well
b)if a sequence a_n converges, then semesion (a_n) converges
c)a sequence which is both bounded and monotonic must converge
d)a geometric series converges provided the common ration is less then 1

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