What to do: $1.$ Calculate the load on each resource to determine the constraint $2.$ Calculate the most profitable product using the throughput rate of each product $($Do not use cost$/$unit$)3.$ Calculate the maximum number of each product to be made considering the constraint capacity $4.$ Calculate the profit per week considering the constrained capacity and total fixed cost $5.$ The following project is proposed consisting of $2$ changes which must both be implemented: $-$ Reduce the time on process C$-1$ by $2$ minutes per unit $-$ Increase the time on process A$-1$ by $5$ minutes per unit $-$ At a once$-$off cost of R$40080\mathrm{.}00,$ should this project proposal be implemented or not? Justify.The fixed cost in total for all four resources is $\backslash ($ R $27900\mathrm{.}00\backslash )$ per week. $4$ resources $\backslash ($ A$,$ B$,$ C$,$ D $\backslash ),$ each doing two processes. No setup times. Each resource available $2400$ min per week. Resources cannot substitute for one another.