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Determine whether the sequence is increasing, decreasing, or not monotonic.
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\[a_n = 5n + \frac{ 1 }{ n }\]
It's increasing is it not? Take the limit, 5n goes to infinity, but 1/n goes to zero so we get lim n -> infinity = infinity + 0 which is infinity.
1/n = infinity= zero..... 5n= infinity?
ok
so, this means increasing but not bounded?
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Yeah there is no bound on it.
Think of it as just a linear function, y = n
Because the 1/n becomes irrelevant as n approaches infinity.
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