$\backslash$table$[[$Good$-$Ship$-$Lollipop has $2$ divisions. Information about those divisions is as follows:,,,$],[,$Division A$,$Division B$,,,,],[$capacity$,100000$ units,$90000$ units,,,,$],[$variable cost per unit,$$400,$$$8000$ plus cost of Division A part,,,,$],[$Revenue$,$$$900$ per unit,$30000$ units at $$10000,,,,],[,,20000$ units at $$9500,,,,],[,,20000$ units at $$9000,,,,],[,,20000$ units at $$8500,,,,],[$Division A is currently making and selling $100000$ units to an outside vendor for $$700$ each. At the present time Division B can only get the missing part from Division A$],[,,,,,,],[$A$)$ To maximize total company profits how many units does Division B make and sell $?,,,,,,],[$B$)$ What transfer price do you use for the transfer from $A$ to $B?,,,,,,],[$C$)$ How do you evaluate division A $($profit$,$ cost$,$ revenue$)?,,,,,,],[$D$)$ How do you evaluate division B $($profit$,$ cost$,$ revenue$)?,,,,,,]]$