Recent content by MelissaHerr

e_(n+1) = x_(n+1) - x = 1/k [(k-1) x_n+ x^k/(x_n^(k-1) )]- 1/k [(k-1)x+ x^k/x^(k-1) ]

It needs to be simplified into some form of e_n, so that I can use it to determind if it will converge.

Please help!

Homework Statement Simplify: 1/k [(k-1) x_n+ x^k/(x_n^(k-1) )]- 1/k [(k-1)x+ x^k/x^(k-1) ] where e_n = x_n - x x_n means x subscript n e_n means e subscript n It might be easier to look at the picture I typed out in MS Word...