[See Steps] If a sequence never attains its limit, could its terms consist of a finite number of distinct
Question: If a sequence never attains its limit, could its terms consist of a finite number of distinct numbers?
Deliverable: Word Document 
(Solution Library) Prove that
![[Steps Shown] Prove that ab≤ 1/2(na^2+1/nb^2) for](/images/solutions/MC-solution-library-64222.jpg "[Steps Shown] Prove that ab≤ 1/2(na^2+1/nb^2) for any numbers")
[Steps Shown] Prove that ab≤ 1/2(na^2+1/nb^2) for any numbers
(Solution Library) A research team takes a sample of 10 observations from
![[See Solution] A research team takes a](/images/solutions/MC-solution-library-64224.jpg "[See Solution] A research team takes a sample of 8 observations")
[See Solution] A research team takes a sample of 8 observations
![[Steps Shown] A research team took a](/images/solutions/MC-solution-library-64225.jpg "[Steps Shown] A research team took a random sample of 15 observations")
[Steps Shown] A research team took a random sample of 15 observations
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