- #1
jeeves_17
- 10
- 0
Use the Fundamental Theorem of Calculus to find the derivative of the function
g(x) = [tex]\sqrt{x}\int sinx[/tex] Ln(t) [tex]\frac{cos(t)}{t}[/tex] dt
g'(x) = lnx cosx / x. By integrating this function, you receive the function g(x). Then by differentiating g(x) you receive g'(x) which is what is given, according to FTCI.
I was told I got this completely wrong. (out of 5) So looking for some help. Thanks in advance.
g(x) = [tex]\sqrt{x}\int sinx[/tex] Ln(t) [tex]\frac{cos(t)}{t}[/tex] dt
g'(x) = lnx cosx / x. By integrating this function, you receive the function g(x). Then by differentiating g(x) you receive g'(x) which is what is given, according to FTCI.
I was told I got this completely wrong. (out of 5) So looking for some help. Thanks in advance.