- #1
mitch_jacky
- 10
- 0
Arc length of y=ln((e^(x)+1)/(e^(x)-1)) on [a,b]
Using L=[tex]\int\sqrt{1+(y')^2}dx[/tex] on [a,b]
I am having difficulties differentiating y and plugging the results back into get a useful integral. So far I have y'=2e^(x)/(e^(2x)-1)
Using L=[tex]\int\sqrt{1+(y')^2}dx[/tex] on [a,b]
I am having difficulties differentiating y and plugging the results back into get a useful integral. So far I have y'=2e^(x)/(e^(2x)-1)