In the previous part, we used the termination condition $\backslash |$f$($x$($k$))\backslash |2<0\mathrm{.}001.$ What do you think this condition means in terms of convergence of the algorithm to a minimizer of f $?$ How would making the right hand side smaller $($say $0\mathrm{.}0001)$ instead, change the output of the algorithm? Ex$-$ plain.