Source Latex
du cours de mathématiques
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pdfauthor={Yoann Morel},
pdfsubject={Cours math�matiques 1�re STI2D: progression annuelle},
pdftitle={Cours math�matiques 1�re STI2D: progression annuelle},
pdfkeywords={Math�matiques, maths, 1STI, premi�re, STI, STI2D,
cours, progression, programme
}
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\ct{\bf \Large{Progression - $1^{\text{�re}}$STI2D}}
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\begin{tabular}{|l|p{10cm}|c|}\hline
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& \raisebox{0.2cm}[1cm]{\makebox[10cm]{Chapitres}} &
\raisebox{0.2cm}[1cm]{\makebox[2cm]{Dur�e}} \\\hline
\raisebox{0.5cm}[1.8cm]{1} &
\raisebox{0.5cm}[1.8cm]{\makebox[10cm]{\bgmp{10cm}
{\bf Second degr�} \\
{\scps R�solution des �quations du 2nd degr�,
signe d'un trin�me du second degr�,
factorisation des polyn�mes}
\enmp }}
&
\raisebox{0.5cm}[1.8cm]{5} \\\hline
\raisebox{0.5cm}[1.8cm]{2} &
\raisebox{0.5cm}[1.8cm]{\makebox[10cm]{\bgmp{10cm}
{\bf Calcul diff�rentiel} \\
{\scps Nombre et fonctions d�riv�e,
tangente � une courbe,
sens de variation d'une fonction}
\enmp }}
&
\raisebox{0.5cm}[1.8cm]{5} \\\hline
\raisebox{0.3cm}[1.4cm]{3} &
\raisebox{0.3cm}[1.4cm]{\makebox[10cm]{\bgmp{10cm}
{\bf Produit scalaire} \\
{\scps D�finitions et propri�t�s du produit scalaire,
application du produit scalaire}
\enmp }}
&
\raisebox{0.3cm}[1.4cm]{5} \\\hline
\raisebox{0.7cm}[2.2cm]{4} &
\raisebox{0.7cm}[2.2cm]{\makebox[10cm]{\bgmp{10cm}
{\bf Fonctions trigonom�triques } \\
{\scps Rappels: mesure des angles en radians, mesure principale,
d�finition et repr�sentation graphique des fonctions sinus et
cosinus,
r�solution d'�quation trigonom�trique
}
\enmp }}
& \raisebox{0.7cm}[2.2cm]{2} \\\hline
\raisebox{0.8cm}[2.2cm]{5} &
\raisebox{0.8cm}[2.2cm]{\makebox[10cm]{\bgmp{10cm}
{\bf Nombres complexes } \\
{\scps Introdution et d�finition des nombres complexes,
�critures alg�brique et trigonom�trique,
g�om�trie analytique avec les nombres complexes
}
\enmp }}
& \raisebox{0.8cm}[2.2cm]{5} \\\hline
\raisebox{0.8cm}[2.2cm]{6} &
\raisebox{0.8cm}[2.2cm]{\makebox[10cm]{\bgmp{10cm}
{\bf Statistiques / Probabilit�s} \\
{\scps Statistiques descriptives,
probabilit�s g�n�rales, r�p�tition d'exp�rience: loi binomiale,,
fluctuation des �chantillons
}
\enmp }}
& \raisebox{0.8cm}[2.2cm]{5} \\\hline
\raisebox{0.5cm}[1.8cm]{7} &
\raisebox{0.5cm}[1.8cm]{\makebox[10cm]{\bgmp{10cm}
{\bf Suites} \\
{\scps D�finition d'une suite: explicite ou par r�currence,
suites arithm�tique et g�om�trique,
notions de limite d'une suite
}
\enmp }}
& \raisebox{0.5cm}[1.8cm]{3} \\\hline\hline
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