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Mathematics 27 Online
OpenStudy (anonymous):

How to apply sqeeze theorem in sequence?

OpenStudy (anonymous):

suppose we want to show that {a(n)} = e^-(n+sin(n) ) approaches 0 as n -> inf well suppose we define some b(n) = e^-(2n), it can be seen that for all natural number n, b(n) < a(n) therefore {b(n)} < {a(n)}. Similarly c(n) = e^-(n/2), a(n) < c(n), so {b(n)} < {a(n)} < {b(n)}. n -> inf for {b(n)} = {c(n)} = 0, so by the squeeze theorem {a(n)} approaches 0.

OpenStudy (anonymous):

i meant "{b(n)} < {a(n)} < {c(n)}"

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