Suppose we calculate an iteration of Nonlinear Newton$-$Raphson as such$\%$ save solution from previous iteration x$\_$old $-$ x;$\%$ evaluate the Jacobian$3-$ Jacobian$($f$,$ x$)$;$\%$ evaluate the functions valuesb $=-$ f$($x$)$;$\%$ solve for update vector and add to old solutiondelx $=$ J$\backslash$ b;x $-$ x$\_$old $+$ delx;Choose all the code snippets that would return a correct iterative convergence value using an infinity norm, Loo $-$