Planete-casio.fr

Mathématiques | Physique | Chimie | S.I. | SES - Economie | Divers Aide Creer des menus: //I.1ere Loi de Newton --1)Definition Dans un référentiel... --2)Exemple Sur une table sans fr... //II.2eme Loi de Newton L'accélération subie par... Pour quitter un sous-menu lorsque vous exécutez le programme sur la calculatrice appuyez sur exit ¤ Télécharger Fxi-interface ¤ Comment transférer un programme Générateur de pompes Comment transférer un cours sur votre calculatrice (pour graph 85) Toute fonction dérivable est continue créé par Seb le 2006-03-14 23:59 Générer : Pour Fx-Interface Pour Fx-Interface (g100) Pour FA-124 (g85) En .cat ª¬½¯�ˆš�¶ÿiÿiÿÞþÿÿÀg ?a 8 Pack *?À 8   @EACT ?hEACT1  ?TÔ f  \� t ˆ� œ  < #4� *a *a ,d� -< -@ .Ì� 0| 0€� :L :P� <a <e ><� ?P ======C02ACT1 =======  LIMIT ACTIVITY #1 w@EACT AUTHOR «Íi‰ ø 8 Pack *?À (   @RUNMAT TEXT1  ŒÔ  � $� 4� L� `� l� p� ˆ Jozef Hvorecky Vysoka skola manazmentu 851 04 Bratislava eSlovakia 5ti lovemail: hvorecky@cutn.sk mai @SSHEET  Table 1 «Íi‰ € 8 Pack *?À (   @SSHEET  (@SNAME < Ô SHEET H ÜÔ TABLE 1 $ Ô  TABLE 1   ð ø ø ÌÿÀ           ÿÀ R  Q  Fgfffffg E D C4333333 B†qB…qB† BQ B#'''''''''''' B     0  @  P  `  p  €  � =100‰200000¹A1 =100‰200000¹A2 =100‰200000¹A3 =100‰200000¹A4 =100‰200000¹A5 =100‰200000¹A6 =100‰200000¹A7 =100‰200000¹A8 =100‰200000¹A9 =100‰200000¹A10   ` 0 0 ¬ Øÿÿÿÿÿÿÿÿÿÿÿÿð             0 @ P ` p € �    0 @ P ` p € �    0 @ P ` p € �    0 @ P ` p € �    0 @ P ` p € �    0 @ P ` p € �    0 @ P ` p € �    0 @ P ` p € �    0 @ P ` p € � ! ÿÿÿÿÿÿÿÿÿÿÿÿð R  Q  Fgfffffg E D C4333333 B†qB…qB† BQ B#'''''''''''' B A‚�����‚ Agfffffg AT„aS„aT AC…qB…qC A4333333 A& AdpX‚5) A A&1W‰G7 A 9b8 R8 R 9 8yVR9 8C333333 8 7y#i#i 7Pt@tA 7$(W(W 6™eQrA7“ 6vfffffg 6U�2%� 65 6 5˜#R”vG 5�B…qB…q 5eUUUUUV 5PT@TA 561W‰G6„ 5''‚‚ 5 4—€Hx‡€ 4†vv 4uby—g 4dTTTTTU 4TDDDDDD 4Dx&iVR 45S‰6 4&fffffg 42e0a'' 4 4hbtP˜ 3”aS„aS… 3‡5„�V`8 3€7p7p 3scccccd 3g(W(W 3`‡q’˜$V 3T‚u† h— 3H˜0P„tX 3C333333 37†ˆRE� 32XE� 3'FF 3''P 3i#i# 3 3Ptbheg 3vGˆ$ 2™…PrF7h 2•qB…qB† 2‘i @„Pp 2‡wwwwwx 2ƒ—&s—& 2€'p'p 2vfffffg 2sx”shB 2itYt` 2fAVAV 2cEV– % 2` 2V‘5€$i 2S�$9C� 2P–8UB‡ 2H R8 R8 2E)AdpY 2BU�9SH„ 29ˆPWGd 27'''''' 24q‘ 5– 22'''''''''''' 2)xx 2'94x& 2%7cD` 2''vYWDh 2 Rcx”t 2333333 2Ug  22e0a 2 2 dÿÿ         (  0  8  @  H  P  X  `  h  p  x  €  ˆ  �  ˜   ¨  °  ¸  À  È  Ð  Ø  a  e  ð  ø          (  0  8  @  H  P  X  `  h  p  x  €  ˆ  �  ˜   ¨  °  ¸  À  È  Ð  Ø  a  e  ð  ø      ( 0 8 @ H P X ` h p x € ˆ � ˜  ¨ ° ¸ À È Ð Ø a e ð ø    =A1‰1 =A2‰1 ñw=A3‰1 ñw=A4‰1 ñw=A5‰1 ñw=A6‰1 ñw=A7‰1 ñw=A8‰1 ñw=A9‰1 ñw=A10‰1 w=A11‰1 w=A12‰1 w=A13‰1 w=A14‰1 w=A15‰1 w=A16‰1 w=A17‰1 w=A18‰1 w=A19‰1 w=A20‰1 w=A21‰1 w=A22‰1 w=A23‰1 w=A24‰1 w=A25‰1 w=A26‰1 w=A27‰1 w=A28‰1 w=A29‰1 w=A30‰1 w=A31‰1 w=A32‰1 w=A33‰1 w=A34‰1 w=A35‰1 w=A36‰1 w=A37‰1 w=A38‰1 w=A39‰1 w=A40‰1 w=A41‰1 w=A42‰1 w=A43‰1 w=A44‰1 w=A45‰1 w=A46‰1 w=A47‰1 w=A48‰1 w=A49‰1 w=A50‰1 w=A51‰1 w=A52‰1 w=A53‰1 w=A54‰1 w=A55‰1 w=A56‰1 w=A57‰1 w=A58‰1 w=A59‰1 w=A60‰1 w=A61‰1 w=A62‰1 w=A63‰1 w=A64‰1 w=A65‰1 w=A66‰1 w=A67‰1 w=A68‰1 w=A69‰1 w=A70‰1 w=A71‰1 w=A72‰1 w=A73‰1 w=A74‰1 w=A75‰1 w=A76‰1 w=A77‰1 w=A78‰1 w=A79‰1 w=A80‰1 w=A81‰1 w=A82‰1 w=A83‰1 w=A84‰1 w=A85‰1 w=A86‰1 w=A87‰1 w=A88‰1 w=A89‰1 w=A90‰1 w=A91‰1 w=A92‰1 w=A93‰1 w=A94‰1 w=A95‰1 w=A96‰1 w=A97‰1 w=A98‰1 w=A99‰1 w d     0  @  P  `  p  €  �   °  À  Ð  a  ð      0  @  P  `  p  €  �   °  À  Ð  a  ð    0 @ P ` p € �  ° À Ð a ð    0 @ P ` p € �  ° À Ð a ð    0 @ P ` p € �  ° À Ð a ð    0 @ P ` p € �  ° À Ð a ð    0 =100‰200000¹A1 =100‰200000¹A2 =100‰200000¹A3 =100‰200000¹A4 =100‰200000¹A5 =100‰200000¹A6 =100‰200000¹A7 =100‰200000¹A8 =100‰200000¹A9 =100‰200000¹A10 =100‰200000¹A11 =100‰200000¹A12 =100‰200000¹A13 =100‰200000¹A14 =100‰200000¹A15 =100‰200000¹A16 =100‰200000¹A17 =100‰200000¹A18 =100‰200000¹A19 =100‰200000¹A20 =100‰200000¹A21 =100‰200000¹A22 =100‰200000¹A23 =100‰200000¹A24 =100‰200000¹A25 =100‰200000¹A26 =100‰200000¹A27 =100‰200000¹A28 =100‰200000¹A29 =100‰200000¹A30 =100‰200000¹A31 =100‰200000¹A32 =100‰200000¹A33 =100‰200000¹A34 =100‰200000¹A35 =100‰200000¹A36 =100‰200000¹A37 =100‰200000¹A38 =100‰200000¹A39 =100‰200000¹A40 =100‰200000¹A41 =100‰200000¹A42 =100‰200000¹A43 =100‰200000¹A44 =100‰200000¹A45 =100‰200000¹A46 =100‰200000¹A47 =100‰200000¹A48 =100‰200000¹A49 =100‰200000¹A50 =100‰200000¹A51 =100‰200000¹A52 =100‰200000¹A53 =100‰200000¹A54 =100‰200000¹A55 =100‰200000¹A56 =100‰200000¹A57 =100‰200000¹A58 =100‰200000¹A59 =100‰200000¹A60 =100‰200000¹A61 =100‰200000¹A62 =100‰200000¹A63 =100‰200000¹A64 =100‰200000¹A65 =100‰200000¹A66 =100‰200000¹A67 =100‰200000¹A68 =100‰200000¹A69 =100‰200000¹A70 =100‰200000¹A71 =100‰200000¹A72 =100‰200000¹A73 =100‰200000¹A74 =100‰200000¹A75 =100‰200000¹A76 =100‰200000¹A77 =100‰200000¹A78 =100‰200000¹A79 =100‰200000¹A80 =100‰200000¹A81 =100‰200000¹A82 =100‰200000¹A83 =100‰200000¹A84 =100‰200000¹A85 =100‰200000¹A86 =100‰200000¹A87 =100‰200000¹A88 =100‰200000¹A89 =100‰200000¹A90 =100‰200000¹A91 =100‰200000¹A92 =100‰200000¹A93 =100‰200000¹A94 =100‰200000¹A95 =100‰200000¹A96 =100‰200000¹A97 =100‰200000¹A98 =100‰200000¹A99 =100‰200000¹A100 { @SSHEET  Table 2 «Íi‰ Ü 8 Pack *?À (    @SSHEET  „@SNAME ( Ô SHEET 4 PÔ  SHEET   „ Œ | | u ¨€ 1 ÿÿø 1 1  1 1 0 1 @ 1 P 1 ` 1 p 1 € 1 � 1 1  1 1 0 1 @ 1 P 1 ` 1 p 1 € 1 � 1 ÿÿø # ''™€ ™€ ''™`˜@1” ''™@”aaR ''™ 1‡% – ''™ IuCx ''˜€qWvT ''˜`—1‡hb ''˜A&˜A&˜ ''˜!`UP– ''˜ ˜ ˜ ˜ ''—‚96ic@ ''—b„XI€$ ''—C3f#ˆ” ''—#†Xwq ''—C4—Si ''–…“p‡ ''–eh3‚Iu ''–F6T''9i ''–'Sw‚ ''–„17%I           $  ,  4  <  D  L  T  \  d  l  t  |  „  Œ  ”  œ =A1 =B1‰1 B1=B2‰1 ñw=B3‰1 ñw=B4‰1 ñw=B5‰1 ñw=B6‰1 ñw=B7‰1 ñw=B8‰1 ñw=B9‰1 ñw=B10‰1 w=B11‰1 w=B12‰1 w=B13‰1 w=B14‰1 w=B15‰1 w=B16‰1 w=B17‰1 w=B18‰1 w=B19‰1 w=B20‰1 w      0  @  P  `  p  €  �   °  À  Ð  a  ð      0  @ =100‰200000¹B1 =100‰200000¹B2 =100‰200000¹B3 =100‰200000¹B4 =100‰200000¹B5 =100‰200000¹B6 =100‰200000¹B7 =100‰200000¹B8 =100‰200000¹B9 =100‰200000¹B10 =100‰200000¹B11 =100‰200000¹B12 =100‰200000¹B13 =100‰200000¹B14 =100‰200000¹B15 =100‰200000¹B16 =100‰200000¹B17 =100‰200000¹B18 =100‰200000¹B19 =100‰200000¹B20 =100‰200000¹B21 @SSHEET  Growing 10% «Íi‰ Œ 8 Pack *?À (    @SSHEET  4@SNAME ( Ô SHEET 4  Ô  SHEET   l Œ p p ˆ a€ 1 ÿÿð 1 1 1 10 1@ 1P 1` 1p 1€ 1� 2 2 2 20 2@ 2P 2` 2p 2€ 2� ÿÿð # ''������‚ ''ffffffg ''S„aS„aT ''B…qB…qC ''3333333 ''% ''dpX‚5) '' ''&1W‰G7 '' !•#€•#€• !������‘ !†•e!s‘0 !ƒ333333 !€ !v’0v’0w !t@t@t !qB…qB…q !h–U$y       $  4  D  T  d  t  „  ”  ¤  ´  Ä  Ô  a  o      $ =A1 =B1‰0.1©$A$1 =B2‰0.1©$A$1 =B3‰0.1©$A$1 =B4‰0.1©$A$1 =B5‰0.1©$A$1 =B6‰0.1©$A$1 =B7‰0.1©$A$1 =B8‰0.1©$A$1 =B9‰0.1©$A$1 =B10‰0.1©$A$1 =B11‰0.1©$A$1 =B12‰0.1©$A$1 =B13‰0.1©$A$1 =B14‰0.1©$A$1 =B15‰0.1©$A$1 =B16‰0.1©$A$1 =B17‰0.1©$A$1 =B18‰0.1©$A$1 =B19‰0.1©$A$1     (  <  P  d  x  Œ   ´  È  Ü  ð      ,  @  T  h  | =100‰(200000¹B1) =100‰(200000¹B2) { =100‰(200000¹B3) { =100‰(200000¹B4) { =100‰(200000¹B5) { =100‰(200000¹B6) { =100‰(200000¹B7) { =100‰(200000¹B8) { =100‰(200000¹B9) { =100‰(200000¹B10)  =100‰(200000¹B11)  =100‰(200000¹B12)  =100‰(200000¹B13)  =100‰(200000¹B14)  =100‰(200000¹B15)  =100‰(200000¹B16)  =100‰(200000¹B17)  =100‰(200000¹B18)  =100‰(200000¹B19)  =100‰(200000¹B20)  @EACT Exercise 1 «Íi‰ ` 8 Pack *?À (   @RUNMAT TEXT1  oÔ  � 0� D� X� l� €� ”� ¨� À� Ø� ì In the ''Growing by 010%'' activity, set ibig values (10,000, 100,000, 1,000,000 tetc.) into A1. The ufunctional values ecbecome very close to 00.100. Can you produce uncvalues smaller than 100? s s@EACT Solution 1 «Íi‰ ¸ 8 Pack *?À (   @RUNMAT `TEXT1  LÔ  � � ,� @ No. It is impossible. See Exercise 2 for details. ese @EACT Exercise 2 «Íi‰ l 8 Pack *?À (   @RUNMAT TEXT1  Ô  � 8� D� T� d� x� Œ� ˜� ¬� ¼� Ð� a� o Formulate a hypothesis on ebehavior of the function for very igbig values of x. tarStart with oformulating your nswanswer to the uequestion: Can 97 ecobecome a value in hethe C column? hyWhy not? umn@EACT Solution 2 «Íi‰ � 8 Pack *?À (   @RUNMAT 8TEXT1  $Ô  � 8� L� `� x� �� ¤� ¸� Ì� a� o� �  No, it is always iggbigger than 100. he The function formula s 1is 100 + (200 000/x). s As x is positive, hethe second summand uis positive, too. o So the result is lwaalways bigger than 0100. Naturally, for very big x only negligibly. @SSHEET  Viewing it «Íi‰ ¬ 8  Pack *?À (    @SSHEET  ¬@SC_CND P ,Ô @SG_CND | ¸Ô @SNAME 4 Ô SHEET @ lÔ        T `0 y  ‘|                              SHEET   „ Œ | |  @ 1 ÿu 1 1 1 10 1@ 1P 1` 1p 1€ 1� 2 2 2 20 2@ 2P 2` 2p 2€ 2� 3 ÿu # ''������‚ ''ffffffg ''S„aS„aT ''B…qB…qC ''3333333 ''% ''dpX‚5) '' ''&1W‰G7 '' !•#€•#€• !������‘ !†•e!s‘0 !ƒ333333 !€ !v’0v’0w !t@t@t !qB…qB…q !h–U$y !ffffffg ''Draw graph using GPH1 ÿÿ      $  4  D  T  d  t  „  ”  ¤  ´  Ä  Ô  a  o      $  4 =A2 =B2‰0.1©$A$2 =B3‰0.1©$A$2 =B4‰0.1©$A$2 =B5‰0.1©$A$2 =B6‰0.1©$A$2 =B7‰0.1©$A$2 =B8‰0.1©$A$2 =B9‰0.1©$A$2 =B10‰0.1©$A$2 =B11‰0.1©$A$2 =B12‰0.1©$A$2 =B13‰0.1©$A$2 =B14‰0.1©$A$2 =B15‰0.1©$A$2 =B16‰0.1©$A$2 =B17‰0.1©$A$2 =B18‰0.1©$A$2 =B19‰0.1©$A$2 =B20‰0.1©$A$2 =B21‰0.1©$A$2 ÿÿ    (  <  P  d  x  Œ   ´  È  Ü  ð      ,  @  T  h  |  � =100‰(200000¹B2) A =100‰(200000¹B3) A =100‰(200000¹B4) A =100‰(200000¹B5) A =100‰(200000¹B6) A =100‰(200000¹B7) A =100‰(200000¹B8) A =100‰(200000¹B9) A =100‰(200000¹B10) A =100‰(200000¹B11) A =100‰(200000¹B12) A =100‰(200000¹B13) A =100‰(200000¹B14) A =100‰(200000¹B15) A =100‰(200000¹B16) A =100‰(200000¹B17) A =100‰(200000¹B18) A =100‰(200000¹B19) A =100‰(200000¹B20) A =100‰(200000¹B21) A =100‰(200000¹B22) A main ˜VWIN  „Š &ffffffg 33333333  dd !''''''''''''# #DDDDDDD  (1…0qy` †(1…0qy` 0u&ˆ @GRAPH  Graph «Íi‰ x h Pack `A ] �o? ~ ! ] �o? ~ *?À (   main  ð1 P È VMEM1 d „Š VWIN e „Š VWINR l „Š  €100‰(200000¹X) 1 ] A ]  (W(W] # ]  (1…0qy` †(1…0qy` !E�2%� 1 ] A ]  (W(W] # ]  (1…0qy` †(1…0qy` !E�2%� `0 { 0 |Z  ‘ WIN` |Z  Še  (1…0qy` †(1…0qy` ’''XE @EACT Exercise 3 «Íi‰ 4 8 Pack *?À (   @RUNMAT ÜTEXT1  ÈÔ  � (� <� P� d� x� Œ� ˜� ° Change the interval of x to even higher values e.g. from 10 000 to 100 000. aDo not change the 0y scale. ongWhat behavior of the curve do you expect? @EACT Solution 3 «Íi‰ o 8 Pack *?À (   @RUNMAT œTEXT1  ˆÔ  � � 0� H� \� t The curve is much closer to a straight line because all functional values are i now close to 100. r an Insérer une image ou un schéma Enregistrer le cours Pseudo : Adresse email : Créer nouveau cours Recherche : Pages 1,2,3,4...,145 Cours : Date : Catégorie : Modifications : Mod OSI 2008-06-24 21:37 Mathematiques Aucune MECA STI : DIVERS 2008-06-24 00:55 Divers 1 Pysique sti genie civil 2008-06-23 23:45 Physique Aucune TCAO 2008-06-23 22:44 Divers Aucune Mercatique pareto 2008-06-23 21:55 Mathematiques Aucune Ftc trigo 2008-06-23 21:39 Mathematiques Aucune Dfers 2008-06-23 20:36 Mathematiques Aucune Cinematique bac sti 2008-06-23 20:25 Divers 1 Les alcanes 2008-06-23 18:30 Mathematiques Aucune Regime sinusoidale 2008-06-23 18:24 Physique Aucune Rappele des moles et aqeue 2008-06-23 18:16 Mathematiques Aucune N 2008-06-23 18:12 Divers Aucune Nn 2008-06-23 18:02 Divers Aucune Rappele Mouvement 2 2008-06-23 18:01 Mathematiques Aucune Rappele Mouvement 2008-06-23 17:59 Mathematiques Aucune Dynamiquebp 2008-06-23 17:55 Mathematiques 1 Energie meca 2008-06-23 17:48 Mathematiques Aucune Mecacsympa 2008-06-23 16:33 Mathematiques Aucune Mécanique- Important 2008-06-23 16:20 S.I. Aucune Les mémoires 2008-06-23 16:17 S.I. Aucune Publicité et partenaires Top Cinema par les créateurs de Planete Casio : GameMasters.fr FR Game Cours particuliers DynaMaths Chat Veuillez saisir le code affiché sur l'image03:16 - kristaba : *est super content* Je communique avec les casioooooo! >_<' 20:52 - pylaterreur : bon, je regarde la bavure sur tf1, bonne soirée 16:03 - light_spirit : ça se voit :D 10:32 - matronix : Muelsaco c'est pas un bon c'est pour ça ;) 17:20 - light_spirit : ça surprend la première fois 12:58 - pylaterreur : faut pas faire F5, muelsaco devait régler le pb, je crois, mais il a pas eu le temps ^^ 12:30 - light_spirit : y'a des problèmes avec le Chat 11:51 - light_spirit : parce que là, on la voit en dernier 11:50 - light_spirit : parce que là, on la voit en dernier 11:42 - light_spirit : parce que là, on la voit en dernier   Pseudo :   Message :

www.planete-casio.fr v3.0 © crée par Neuronix et Muelsaco 2007
Il y a 17 connectés | Nous contacter | Recherches effectuées | Liens | Forum Commun Casio