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Produire en grande quantité permet de réduire les coûts de production, c'est \textbf{une économie d'échelle}. On modélise le prix unitaire (pour produire une pièce) par la fonction $f(x) = 200\times 10^{-0.1x}$ où $x$ représente la quantité produite par l'usine en une journée. Cette fonction est représenter ci-dessous. + Une usine produit des pièces pour les voitures. Produire en grande quantité permet de réduire les coûts de production, c'est \textbf{une économie d'échelle}. On modélise le prix unitaire (pour produire une pièce) par la fonction $f(x) = 200\times 10^{-0.01x}$ où $x$ représente la quantité produite par l'usine en une journée. Cette fonction est représenter ci-dessous. \begin{center} \begin{tikzpicture}[yscale=0.4, xscale=0.8] @@ -39,7 +39,7 @@ \tkzLabelX \tkzDrawY[label={\textit{Prix unitaire (en \euro)}}, right=10pt] \tkzLabelY - \tkzFct[domain = 0:200, line width=1pt]{200*10**(-0.1*x)} + \tkzFct[domain = 0:200, line width=1pt]{200*10**(-0.01*\x)} \end{tikzpicture} \end{center} \begin{enumerate}