A small town elects a total of $12$ board members from four districts: North, South, East, and West. The populations of each district are shown in the following table.

$\backslash$table$[[$District$,$Population$],[$North$,100],[$South$,150],[$East$,500],[$West$,700]]$

Determine the distribution of the $12$ board members using Webster's method.

$($Give your answers as whole numbers.$)$

apportionment for the North district:

apportionment for the South district:

apportionment for the East district: