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OpenStudy (anonymous):
sequences: consider the sequence an = n/2, where n is a positive integer. Prove that there are an infinite number of terms, greater than a number L > 0.
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OpenStudy (watchmath):
If \(n>2L\) then \(a_n=n/2>(2L)/2=L\). So all \(a_n >L\) as long as \(n>2L\).
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