How do you solve #3\ln ( x - 5) = - 3#?

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Answer 1 · 2017-04-13T01:18:18

#x=e^(-1)+5#

#3ln(x-5)=-3#

By dividing both sides by 3,

#ln(x-5)=-1#

By raising #e# to both sides,

#x-5 = e^(-1)#

By adding 5 to both sides,

#x=e^(-1)+5#

I hope that this was clear.