Using an initial guess of x$0=$ y$0=5,$ apply the Steepest Descent

method to the above system. Using a fixed value of t $=0\mathrm{.}1,$ calculate

the first iterate $($that is$,$ x$1,$ y$1)$ by hand, then verify these values and

complete the iteration using the MATLAB steep command. Let$$s call

the final values given by MATLAB x

$$ and y

$$

$.$ Why does MATLAB stop

here? $($To answer this, calculate the next iterate, $($x

$,$ y$),$ by hand and

consider the values of S$($x

$$

$,$ y$$

$)$ and S$($x

$,$ y$).)$