Limit as x=0 of (5x)-10/(e^(2x)-1)
L lordmrth New member Joined Jan 19, 2011 Messages 1 Jan 19, 2011 #1 Limit as x=0 of (5x)-10/(e^(2x)-1)
tkhunny Moderator Staff member Joined Apr 12, 2005 Messages 11,339 Jan 19, 2011 #2 Do you mean this? 5x−10e2∗x−1\displaystyle 5x - \frac{10}{e^{2*x}-1}5x−e2∗x−110 As you have written it? Or this? 5x−10e2∗x−1\displaystyle \frac{5x-10}{e^{2*x}-1}e2∗x−15x−10 What are your views?
Do you mean this? 5x−10e2∗x−1\displaystyle 5x - \frac{10}{e^{2*x}-1}5x−e2∗x−110 As you have written it? Or this? 5x−10e2∗x−1\displaystyle \frac{5x-10}{e^{2*x}-1}e2∗x−15x−10 What are your views?
