The profit for either model is $ $1,000$ per lot. $($Assume F is the number of lots of Fliptop pens to produce and T is the number of lots a pens to $($a$)$ What is the linear programming model for this problem to maximize total profit contribution in dollars? Max s$.$t$.$ Plastic Ink assembly Molding time

F$,$ T $>=0$

b$)$ Find the optimal solution.

$($F$,$ T$)=()$

c$)$ Will there be excess capacity in any resource?