Again, continuing problem $2,$ suppose that you want to force the optional solution to be integers. Do this in Solver by adding a new constraint. Select the decision variable cells for the left side of the constraint, and in the middle dropdown list, select the $$int$$ option. How does the optimal integer solution compare to the optimal noninteger solution in problem $2?$ Are the decision variable cell values rounded versions of those in problem $2?$ Is the objective value more or less than in problem $2?$ Please help ASAP and add pictures!

$\backslash$table$[[,$A$,$B$,$C$,$D$,$E$],[1,$Building PCs$,,,,],[2,,,,,],[3,$Labor cost$/$hr assembly,$$11,,,],[4,$Labor cost$/$hr testing,$$15,,,],[5,,,,,],[6,$Input,,,,$],[7,,$PC$1,$PC$2,$PC$3,],[8,$Labor hrs$.($assembly$),5,6,8,],[9,$Labor hrs$.($testing$),1,2,3,],[10,$Cost of hardware,$$150,$$$225,275,],[11,$Selling price,$$300,$$$450,560,],[12,$Test profit,$$80,$$$129,$$$152,],[13,,,,,],[14,$Testing profit model,,,,$],[15,,$PC$1,$PC$2,$PC$3,],[16,$Production quantity,

$\backslash$table$[[18,$Maximum sales,$600,1200,50,],[19,,,,,,,],[20,$Constraints $($monthly hrs$.),$Hours used,,Hours available,,,$],[21,$Assembly labor usage,Testing labor usage,Net total profit,PC$1,$PC$2,$PC$3,$Total,,$],[25,,$$$41,120,$$$154,800,$$$4,408,$$$200,328,,]]$