Question: given sequence a_n={a1, a2, s3,...} series: sum from 1-->infinity(a_n)=10=a1+a2=a3..., sequence of partial sums ={Sn}={a1+a2+a3..+an} which of the followoing are true: lim n-->iunfintiy (an)=0 lim n-->infinity

given sequence a_n={a1, a2, s3,...} series: sum from 1-->infinity(a_n)=10=a1+a2=a3..., sequence of partial sums ={Sn}={a1+a2+a3..+an} which of the followoing are true: lim n-->iunfintiy (an)=0 lim n-->infinity (Sn)=0 limn__>infinity a_n=10, The sequence of partial sums sn converges, lim n--> infininity, Sn =10 sequence of partial sums diverges sequence an divergse sequence an converges

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