# e1 - Exam 1 a Show Work! 1)(40 points) Compute the...

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Exam 1 a Show Work!! 1)(40 points) Compute the following limits a ) lim x →∞ x 2 + 1 x 2 b ) lim x 0 + x 1 ln x c ) lim x 0 + x ln( x ) d ) lim n →∞ ( n - 2) 2 n n 2 n 2)(60 points) Do the following converge or diverge? Why? a ) X n =1 ( - 1) n n n + 1 b ) X n =3 n (ln n ) n c ) X n =1 n - 1 n + 3 d ) X n =1 1 n 2 + ln n

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Exam 1 b Show Work!! 1)(30 points) Compute the following limits a ) lim x 0 e x - 1 x 2 b ) lim x →∞ x 1 ln x c ) lim n →∞ ( n - 1)( n - 2)( n + 3) n 3 + n 2 - n + 1 2)(70 points) Do the following converge or diverge? Why? a ) X n 2 n 3 + 1 c ) X 1 n + 2 n d ) X n 2 ( n !) 2
Exam 1 a Show Work!! 1)(40 points) Compute the following limits a ) lim x →∞ ln x x b ) lim x →∞ x 1 x c ) lim x →∞ xe - x d ) lim n →∞ ± 1 - 1 2 n ² 3 n 2)(60 points) Do the following converge or diverge? Why? a ) X n =1 ( - 1) n n 1 n b ) X n =1 1 n 3 n +1 c ) X n =1 n 2 + 2 n n 3 - 1 d ) X n =1 1 n 2 + 2 n

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Exam 1 c Show Work!! 1)(30 points) Compute the following limits
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## This note was uploaded on 09/18/2008 for the course M 408 D taught by Professor Textbookanswers during the Spring '07 term at University of Texas.

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e1 - Exam 1 a Show Work! 1)(40 points) Compute the...

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