anonymous
  • anonymous
i forgot my limits, help me!
Mathematics
jamiebookeater
  • jamiebookeater
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anonymous
  • anonymous
\[\lim_{x \rightarrow 0+}(lnx)/x\] im getting 1/0, so what should i do to get the answer?
anonymous
  • anonymous
Time for l'hopital's rule?
anonymous
  • anonymous
isnt that rule only when u get infin/infin or 0/0?

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anonymous
  • anonymous
Nevermind XD you're making the error of plugging zero directly in for x. You need the right hand limit. That's going to be negative infinity (ln x as x approaches zero becomes negatively large and dividing that by an infinitely small number makes that number even larger and more negative)
anonymous
  • anonymous
if i plug in a small number to the right of X, should ln(x) equal a small number.. and dividing by a small number would give me a larger number/
anonymous
  • anonymous
nvm is a smaller neg number :D
anonymous
  • anonymous
ln(x) should equal a large number that is also negative (you can check this by plugging in ln (.0000001) into your calculator
anonymous
  • anonymous
yup, ty!

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