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evaluate the logarithmic funtion
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\[\ln(1/e)\]
\[e ^{y}=1/e\] \[y \ln e= \ln (1/e)/ \ln e\] \[y=\ln(1/e)/\ln e\] the answer is -1 i'm just unsure how to get there
^ Looks good. The reason it is -1 is because we know that when something is raised to a negative exponent, then it is put in the denominator. ie: x^-4 => 1/(x^4) or x^-1 => 1/x^1= 1/x
ummm i see
thanks
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