For each of the following forms determine whether the following limit type is indeterminate, always has a fixed finite value, or never has a fixed finite value. In the first case answer IND, in the second case enter the numerical value, and in the third case answer DNE. Note that l'Hospital's rule (in some form) may ONLY be applied to indeterminate forms.
1)inf^inf DNE
2) inf^-e DNE
3) 0^inf 0
4) 1/-inf 0
5)pie^-inf DNE
6)pie^inf DNE
7) inf^-inf 0
8)inf^0 IND
9)0.inf IND
10) inf-inf IND
11) 1^0 1
12) inf^1 DNE
13) 1^inf IND
14) inf.inf DNE
15) 0^-inf DNE
16) 0^0 IND
17) 1^-inf IND
18) inf/0 DNE
19) 1.inf DNE
20) 0/inf DNE
Can you tell me whats wrong with this solution as still I am getting 3-1 wrong answers with this solution
2007-11-24
14:30:50
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3 answers
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asked by
Anonymous
in
Science & Mathematics
➔ Mathematics