Consider the following Design Screening Matrix for rocket.

$\backslash$table$[[$Alternative$,$Range criterion,Mobility criterion,Terrain criterion$],[$A$,800,$low,All$],[$B$,600,$medium,Limited$],[$C$,700,$High,All$],[$D$,550,$Very high,All$],[$E$,600,$low,Limited$],[$F$,400,$High,All$]]$

Which solution candidate pass the feasibility screening test $($needs requirements$)$ if the minimum standard for such a rocket is $(500),($medium$),$ and $($all$)?$

What about wants requirements which are $(600),($high$),$ and $($all$)?$