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what is the lim as x-->infinity of ((1-(3/x))^(x)
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hmmm... never seen the trick Wolfram uses for indeterminant forms of \[1^{\infty}\]before. Interesting problem. Have you seen Wolfram's answer and just want another method?
I learned it by using the ln form first and then using the L'Hopitals Rule
I can only see wolfram's way, which uses the natural log trick: http://www.wolframalpha.com/input/?i=lim+x+to+infinity+%28%281-%283%2Fx%29%29%5E%28x%29 it also involves substituting x for 1/t, then using l'Hospital. Sorry I don't know another way :/
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