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•Table consists of 2 LARGE and 2 SMALL LEGO’s •Chair consists of 1 LARGE and 2...

•Table consists of 2 LARGE and 2 SMALL LEGO’s

•Chair consists of 1 LARGE and 2 SMALL LEGO’s

•Have available 15 LARGE and 22 SMALL LEGO’s for production

–Can use less, but no more than limit

•There is also capacity restrictions (cubic units)

– each Table takes up 6 units, each Chair 4 units

– with no more space than 48 available.

•Table per unit profit of $16, Chair per unit profit of $9

•Determine production of furniture to maximize profit?

•(Assume it is okay to make fractional Tables and Chairs … for now.)

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Answer #1

D2 Q fx -SUMPRODUCT(B2:C2,SB$7:$C$7) TableChair S Solver Parameters 2 Objective: $16 3 Large Lego 4 Small Lego 5 Cubic units

Formula: D2 =SUMPRODUCT(B2:C2,$B$7:$C$7) copy to D2:D5

Result: Number of Tables to be produced = 6

Number of Chairs to be produced = 3

Total Profit = $ 123

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