Hi I was wondering if anyone could explain this to me,
I have
Series (-1)^n n/ln(n)
sum : infinite
n:2
I took the derivative and got : 1/ln(x) - 1/(ln(x)^2)
How do I determine if this is a decreasing or increasing function.
From what I could tell 2 is the only value to make it go <0 , so is this neither increasing or decreasing?
Yeah that is the series I wrote, I was trying to apply the alternating series test. The 2nd part of the equation, excluding (-1)^n, needs to be decreasing
I took the derivative of it and need to determine if that derivative is <0 .
That is the part I got stuck :/