$($D$)$

$0018-$

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on $50$ of $50$

To keep things simple, let's assume that each winemaker has calculated the optimal quantity to produce if they decide to stay in business; your job is simply to figure out if she should produce that amount or just shut down.

Annual Income Statment When Price Equals $5$ euros

$\backslash$table$[[$Winemaker$,$Fixed Costs,hriable Costs,Recession Revenues,Profits$],[$Paulette$,50,000,80,000,120,000,$A$],[$Camille$,100,000,40,000,70,000,$B$],[$Hortense$,200,000,250,000,200,000,$C$]]$

a$.$ Calculate each winemaker's profit.

Paulette's profit, entry A$,$ is $$ euros.

Camille's profit, entry B$,$ is

$$ euros.

S$47$ PM

$11/132024$

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