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How do you solve #-9ln(-9x)=-8#?

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1 Answer

Jan 31, 2017

#x=-1/9root(9)(e^8)#

Explanation:

#-9x>0# and #ln(-9x)=8/9#

#x<0# and #-9x=e^(8/9)#

#x<0# and #x=-e^(8/9)/9#

#x=-1/9root(9)(e^8)#

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