m232practicetest1key

If no such example is possible explain why a im im

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Unformatted text preview: 11.4 Answer Key 10. Give a specific example for each of the following. If no such example is possible, explain why. ! (a) im im " an such that nl!" ( an ) = 0 and nl!" ( Sn ) does not exist. 1 ! One example is 1 1 ! (b) "n . im im " an such that nl!" ( an ) = e and nl!" ( Sn ) = # . 1 No such example exists. ! (c) im im " an such that nl!" ( an ) = 0 and nl!" ( Sn ) = 6 . 1 ' One example is ( n=0 ! 5$ #& " 6% n ! (d) A collapsing series " an that diverges. 1 One example is ' # & ( ln ! n + 1$ . " % n 1 3...
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