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\begin{tabularx}{\linewidth}{|M{0.30\linewidth}|M{0.25\linewidth}|M{0.35\linewidth}|}
    \hline
    Collège Tariq Ben Ziad 2
    &
    Devoir N 1 S 02
    &
    Année Scolaire 2023-2024
    \\ \hline
    Prof : MOSAID
    &
    1APIC-A
    &
    durée : 1h30min
    \\ \hline
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    Nom et prénom :  \\
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\noindent
\underline{\textbf{Exercice 1:}}\\
1) Soit \(A=3x^2-2x+7\quad\). Calculer \(A\) pour \(x\)
égal à: \(-2\)~; \(3\) et \(\dfrac{1}{2}\)\\
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2) Développer les expressions suivantes: \\
$A=(x-2)(3x+4)$=\dotfill \\
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$B=(3x-2)(x-4)$=\dotfill \\
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$C=(3x-2)(3x+2)$=\dotfill \\
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$D=(x-2)^2$=\dotfill \\
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3) Factoriser les expressions suivantes: \\
$A=3x^2-6x+9xy$=\dotfill \\
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$B=18x^2-27xy$=\dotfill \\
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$C=2(x-1)-x(x-1)$=\dotfill \\
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$D=x^2-16$=\dotfill \\
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$E=x^2-6x+9$=\dotfill \\
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\noindent
\noindent
\underline{\textbf{Exercice 2:}}\\
1) Déterminer les solutions de l'équation: \(3x+4=4x+2\)\\ Parmi les nombres \(-1\); \(2\) et \(4\)\\
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2) Résoudre les équations suivantes:\\
\(x+3=4\quad\);\(\quad 2x-3=4+x\quad\);
\(\quad 4x+3=2(x-1)\quad\)\\
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\textcolor{white}{.}\hfill \textbf{\underline{Bonne Chance}}\\
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