Using Newton's Method, determine the negative intercept value for the following function $f(x)$ with an initial guess of $x=-1.$ Use an epsilon value of $0\mathrm{.}0000001.$ Show your work for each iteration. You do not have to solve using Calculus symbolic notation. You can simply provide the numerical derivative at each iteration.

$f(x)=-ln(\frac{?}{abs}(x{)}^x+(x-3{)}^2)+5$

Using Newton's Method, determinethepesitive for the following function $f(x)$