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ѐ'theme/theme/_rels/themeManager.xml.relsM 0wooӺ&݈Э5 6?$Q ,.aic21h:qm@RN;d`o7gK(M&$R(.1r'JЊT8V"AȻHu}|$b{P8g/]QAsم(#L[PK-![Content_Types].xmlPK-!֧6 +_rels/.relsPK-!kytheme/theme/themeManager.xmlPK-!frR]3theme/theme/theme1.xmlPK-! ѐ'b theme/theme/_rels/themeManager.xml.relsPK]] , 0N0 (  3  d?A?8Espace rserv de la date 3"@`wq  b 21/10/2009    8   xd0e0e?Rectangle 52-t%   l(Rentre 2009  2010   H  0޽h ? 33___PPT10i.PK kOE+D=' = @B +" 0N0  `(   4  $?A?8Espace rserv de la date 3"@`wq  c 21/10/2009     1   zj0e0e?Rectangle 14    cPourquoi un nouveau programme ?      zԁ0e0e?Rectangle 15'g  MLe socle de connaissances et de comptences Nouveau programme de 3e mis en application la rentre 2008 Le programme prcdent tait peu adapt une seconde de dtermination Des pans entiers de ce programme mettent en chec des lves pour lesquels ils ne servent rien. Ces lves constituent la majorit des lves de seconde.j, > G  ,&G NH  0޽h ? 33___PPT10i.CKp㰹+D=' = @B +"% 0N0   (  4  Ʃ?A?8Espace rserv de la date 3"@`wq  c 21/10/2009     ;   xǩ0e0e?Rectangle 2   oLes changements en 3e,      xl̩0e0e?Rectangle 3 `  !Introduction de la notion de fonction Introduction des probabilits sur des exemples Pas de calculs sur les coordonnes (distances, coordonnes du milieu, etc.) Pas de vecteur >z +    H  0޽h ? 33___PPT10i.RKjPE+D=' = @B +" 0N0 0C(  4  H?A?8Espace rserv de la date 3"@`wq  c 21/10/2009     )   x0e0e?Rectangle 2 u   ]Les intentions du programme     x0e0e?Rectangle 3 `  HDes contenus et des capacits organiss dans la continuit des programmes de collge pour une classe de dtermination Une formation recentre autour de la rsolution de problmes et du raisonnement. un programme qui vise dvelopper les capacits d initiative et d autonomie des lves. \) P   )P %H  0޽h ? 33___PPT10i.]Kw+D=' = @B +"  0N0 @*(  4  x?A?8Espace rserv de la date 3"@`wq  c 21/10/2009     $   x,0e0e?Rectangle 2 G   XL objectif      xh0e0e?Rectangle 3T  ^Former les lves la dmarche scientifique modliser et s engager dans une activit de recherche ; conduire un raisonnement, une dmonstration ; pratiquer une activit exprimentale ou algorithmique ; faire une analyse critique d un rsultat, d une dmarche ; pratiquer une lecture active de l information (critique, traitement), en privilgiant les changements de registre (graphique,numrique, algbrique, gomtrique) ; utiliser les outils logiciels (ordinateur ou calculatrice) adapts la rsolution d un problme ; communiquer l crit et l oral.2. Z Z. 0H  0޽h ? 33___PPT10i.CKPa+D=' = @B +"~ 0N0 me`(  !  b?A?8Espace rserv de la date 3"@`wq  P      x]0e0e?Rectangle 2 u   PTrois domaines  x   xg0e0e?Rectangle 3 `x  Contenus : 3 domaines Fonctions - Gomtrie - Statistiques et probabilits Des capacits transversale attendues dans le domaine De l algorithmique Du raisonnement et de la logique L usage des TICE doit tre gnralis et les acquis des lves valus  6 6 4 G  664G  H  0޽h ? 33___PPT10i.DK@l+D=' = @B +"& 0N0  p (   4  `{?A?8Espace rserv de la date 3"@`wq  c 21/10/2009        xz0e0e?Rectangle 2 u   M FONCTIONS      xЊ0e0e?Rectangle 3'g%  DRendre les lves capables d tudier : Un problme se ramenant f(x) = k Un problme d optimisation Un problme se ramenant f(x) > k Toute autonomie pouvant tre laisse pour associer au problme divers aspects d une fonctionH( Za Z_ Z(a_ H  0޽h ? 33___PPT10i.UK\1+D=' = @B +" 0N0 $3(  $4 $ ?A?8Espace rserv de la date 3"@`wq  c 21/10/2009      $  x̮0e0e?Rectangle 2 u   M FONCTIONS    $  xԱ0e0e?Rectangle 3 `  PPlus de prcisions sur les variations La partie trigonomtrie est allge T&  (  &( QH $ 0޽h ? 33___PPT10i.WKq+D=' = @B +" 0N0 ((  (4 ( ?A?8Espace rserv de la date 3"@`wq  c 21/10/2009     z (  x0e0e?Rectangle 2 u   GOMTRIE PLANE @    :    (  xpת0e0e?Rectangle 3 `  Rendre les lves capables d tudier : Des problmes de distances, de paralllisme, d alignement, d intersection de droites Dans le cadre de la gomtrie repre Avec les outils du collge toute autonomie pouvant tre laisse pour l introduction ou non d un repre |' U A M  'UAL     H ( 0޽h ? 33___PPT10i.LK+D=' = @B +" 0N0 ,o(  ,! , `?A?8Espace rserv de la date 3"@`wq  P   z ,  x0e0e?Rectangle 2 u   GOMTRIE PLANE @    :    ,  x(0e0e?Rectangle 3 `  Nouveauts : Introduction des vecteurs l tude de la translation n est pas au programme Introduction du calcul sur les coordonnes    1 +    1+ H , 0޽h ? 33___PPT10i.LK+D=' = @B +" 0N0 0(  04 0 ?A?8Espace rserv de la date 3"@`wq  c 21/10/2009      0  x0e0e?Rectangle 2 u   JESPACE   0  x 0e0e?Rectangle 3 `  NDvelopper la vision de l espace Introduire les notions de droites et plans de l espace et leurs positions relatives (l orthogonalit n est plus au programme) Fournir des configuration conduisant des problmes permettant de mobiliser d autres champs (gomtrie plane, fonctions, probabilits)>u +  u+ (H 0 0޽h ? 33___PPT10i.VK-+D=' = @B +" 0N0 4|(  44 4 `3?A?8Espace rserv de la date 3"@`wq  c 21/10/2009     8 4  x50e0e?Rectangle 2:   l STATISTIQUES$  "   4  x`@0e0e?Rectangle 3'g  Rendre les lves capables de : Dterminer et interprter des rsums d une srie statistique Comparer deux sries statistiques Faire rflchir la conception et la mise en Suvre d une simulation Sensibiliser la fluctuation d chantillonnage, aux notions d intervalle de fluctuation et d intervalle de confiance et leur utilisation (  Z4 ZT TH 4 0޽h ? 33___PPT10i.NKС^+D=' = @B +" 0N0 8(  84 8 X?A?8Espace rserv de la date 3"@`wq  c 21/10/2009     * 8  x$[0e0e?Rectangle 2 u   ^ PROBABILITS     8  xe0e0e?Rectangle 3 `  Rendre les lves capables de : Etudier et modliser des expriences relevant de l quiprobabilit Proposer un modle probabiliste partir de l observation des frquences dans des situations simples Interprter des vnements de manire ensembliste Mener bien des calculs de probabilit Expriences une ou plusieurs preuves\  Z Z( Z ' JH 8 0޽h ? 33___PPT10i.ZK0CJ+D=' = @B +"  0N0 <(  <4 < ?A?8Espace rserv de la date 3"@`wq  c 21/10/2009      <  xp0e0e?Rectangle 2 u   Q ALGORITHMIQUE   <  x0e0e?Rectangle 3 `  #Dcrire des algorithmes en langage naturel ou dans un langage symbolique Raliser des algorithmes avec un tableur, un programme sur calculatrice ou un logiciel adapt Interprter des algorithmes plus complexes. "   H < 0޽h ? 33___PPT10i.ZK0 +D=' = @B +"T 0N0 C;@(  @4 @ ?A?8Espace rserv de la date 3"@`wq  c 21/10/2009      @  xP0e0e?Rectangle 2 u   Q ALGORITHMIQUE  : @  x0e0e?Rectangle 3 `  nRemarques : Il n y pas lieu de faire un cours d algorithmique Il faut tre modeste ! Ce travail sera poursuivi en premire et terminale. *    H @ 0޽h ? 33___PPT10i.[K+D=' = @B +". 0N0 D(  D! D ?A?8Espace rserv de la date 3"@`wq  P    D  x0e0e?Rectangle 2 u   LLES TICE   , D  xĭ0e0e?Rectangle 3 `  `L usage des TICE est poursuivi& dans toutes les parties du programme. LGD Tableur Logiciel de programmation Logiciel de calcul formel Il est clairement indiqu qu on peut y faire appel en dehors de la classe dans le cadre du travail personnelLF @ n F@m H D 0޽h ? 33___PPT10i.\K\'+D=' = @B +" 0N0 vnH(  H3 H <٭?A?8Espace rserv de la date 3"@`wq  b 21/10/2009     H  xխ0e0e?Rectangle 2 u   O Pour conclure  p H  x0e0e?Rectangle 3 `  LNe pas oublier la ncessit de demander du travail personnel (DM) La diffrenciation peut notamment se faire sur le degr d autonomie laisse l lve. L valuation doit prendre en compte : Les travaux crits Les travaux de recherche Les compte rendus de travaux pratiques Les comptences TICE* h h 'H H 0޽h ? 33___PPT10i.\KN++D=' = @B +" 0 umP(  P P Hp?Rectangle 2P    oLe programme de seconde     P N?Rectangle 7_   h*     P  r0e0eL?Rectangle 2    P  ~0e0eL?Rectangle 3 0   N   H P 0޽h ? 3380___PPT10.EK   0 umPT(  T T HA?Rectangle 2P    oLe programme de seconde     T NDL?Rectangle 7_   h*     T  r0e0eL?Rectangle 2    T  ~N0e0eL?Rectangle 3 0   N   H T 0޽h ? 3380___PPT10.EK@Ir`p`26}=CvK)U\ciqx;@WhĜ s Oh+'0| `h    Pourquoi un nouveau programme ?amiloLANNEAU23Microsoft Office PowerPoint@Ё@@Yg$EK@`Ѽ^Ghg  ,V'&" WMFCb  <8?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~      !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKMNOPQRSUVWXYZ[`Root EntrydO)Pictures0Current UserTSummaryInformation(PowerPoint Document(DocumentSummaryInformation8L