do a matlab program using genetic algorithms to find f$($x$)=0$ for $(0,2),$ the solution must have accuracy to $3$ decimal places $.$While solving the problem and for the creation of each chromosome as well as for the crosses and mutations the representation of variable x is done with binary coding and using the appropriate number of bits so as to ensure the required accuracy. The function is f$($x$)=$x$^2+$sqrt$($x$^2+1)-2$ xe$(0,2).$ I would be appreciated if you could show me the solution as well when u use the command optimtool $($so u can use the gui as ga solver $).$