Sensitivity Report:

$\backslash$table$[[$Cell$,$Name,$\backslash$table$[[$Final$],[$Value$]],$Reduced Objective,Allowable Allowable$],[$Cost$,$Coefficient,I Increase,Decrease$],[$$$B$$$7,$Regular $=,291\mathrm{.}67,70\mathrm{.}00,50,70,20],[$$$C$$$7,$Super $=,133\mathrm{.}33,30\mathrm{.}00,75,50,43\mathrm{.}75],[,$Final,Shadow,Constraint,Allowable,Allowable$],[$Cell$,$Name,Value,Price,R$.$H$.$ Side,Increase,Decrease$],[$$$E$$$3,\backslash$table$[[$Assembly$],[($hr$/$unit$)]],\backslash$table$[[563\mathrm{.}33],[+]],30\mathrm{.}00,600,1E+30,36\mathrm{.}67],[$$$E$$$4,$Paint $($hr$/$unit$),300\mathrm{.}00,33\mathrm{.}33,300,39\mathrm{.}29,175],[$$E$$5,$Inspect $($hr$/$unit$),100\mathrm{.}00,145\mathrm{.}83,100,12\mathrm{.}94,40]]$

The optimal number of regular products to produce, the optimal number of super products to produce and total profits are respectively

A$)R=50,S=70,P=20$

B$)R=50,S=75,P=43\mathrm{.}75$