Let f (x) = (x − 1)10, p = 1, and pn = 1 + 1/n. Show that |f (pn)| < 10−3 whenever n > 1 but that |p − pn| < 10−3 requires that n > 1000.
1) You can buy this solution for 0,5$.
2) The solution will be in 8 hours.
3) If you want the solution will be free for all following visitors.
4) The link for payment paypal.me/0,5usd
5) After payment, please report the number of the task to the oneplus2014@gmail.com
New search. (Also 1294 free access solutions)
Use search in keywords. (words through a space in any order)