- #1
ziddy83
- 87
- 0
Ok i have another problemo here...
if [tex] F(x) = \int_{-x}^{x} \frac{dt}{1+t^2}[/tex]
Find F(1) and F'(1)...I need some assistance...the anti derivative is
[tex] arctan(t) [/tex] so then... do i set that equal to f(1) and solve for t? and then for F', take the derivative and then solve for t again? I am kind of confused...
if [tex] F(x) = \int_{-x}^{x} \frac{dt}{1+t^2}[/tex]
Find F(1) and F'(1)...I need some assistance...the anti derivative is
[tex] arctan(t) [/tex] so then... do i set that equal to f(1) and solve for t? and then for F', take the derivative and then solve for t again? I am kind of confused...