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can enyone help? lim x ->0 ( e^(-1/x))/ x
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Use L'hospital rule
\[\lim_{x \rightarrow 0} e ^{\frac{-1 }{ x }} / x\]
take derivative of num and denominator seperately
not sure how to derivate num
its der is e^(-1/x) * (1/x^2)
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acutally I found a better way of doing this, hang on for a min
will anwer be 1 than?
|dw:1351458833799:dw|
Now use hospital rule take der of num and den separately
your answer is 0
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ty so much
yw
did you check the answer
nope its for delivery , cant check it
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