Ask a New Question
Search
f(x)=xlnx Find the minimum value
1 answer
Take the derivative and determine where it is zero. Then test whether that point is a maximm or a minimum.
The derivative is (ln x + 1)
Ask a New Question
or
answer this question
.
Similar Questions
f(x)=xlnx Find the minimum value
0 answers
Find the coordinates of the turning point and determine wether it is minimum or maximum.
y=xlnx-2x The answer in the book says
0 answers
How to differentiate f(x)=e^(xlnx)?
I get f'(x)=e^(xlnx) (1+lnx) while at wolfram is x^x(ln x+x)...sorry for my miscalculation /
1 answer
find where f(x)<0 and f(x)>0
f(x)=xlnx-2x
3 answers
more similar questions