Asked by ken
sorry to ask a second question so soon, but i'm just not getting this one.
if f(x)= 3x lnx, then f'(x)=?
i used
f'(x)=3x(D lnx) + D (3x) (lnx)
f'(x)=3x (1/x) + 3 (lnx)
so... f'(x)=3+3lnx or 3(1+lnx).
unfortunately that isn't one of the possible answers given. could one of you kind folks help me understand where i went wrong?
thank you
if f(x)= 3x lnx, then f'(x)=?
i used
f'(x)=3x(D lnx) + D (3x) (lnx)
f'(x)=3x (1/x) + 3 (lnx)
so... f'(x)=3+3lnx or 3(1+lnx).
unfortunately that isn't one of the possible answers given. could one of you kind folks help me understand where i went wrong?
thank you
Answers
Answered by
Dr. Jane
I am getting the same answer.
What are the other choices?
What are the other choices?
Answered by
ken
Wow! that was sooo fast. thank you for the help.
sorry, i should have thought to provide the answers
here they are.
a) 3+ln(x^3)
b) 1+ln(x^3)
c) (3/x)+3lnx
d) 3/(x^2)
e) 1/x
sorry, i should have thought to provide the answers
here they are.
a) 3+ln(x^3)
b) 1+ln(x^3)
c) (3/x)+3lnx
d) 3/(x^2)
e) 1/x
Answered by
Dr. Jane
It is a. They used the law of logs or lns to rewrite 3 ln x as ln x^3.
Answered by
ken
Thank you very much. haven't touched this kind of stuff in a while. your help is much appreciated.
Answered by
Dr. Jane
You are welcome. So many times, students know the Calculus, but it is something from past math courses that cause the issue with finding the final answer.
Answered by
Winston
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