Discussion :

[hteamspy]

Bonjour à tous,

j'ai une question hyper urgente, je suis à la bourre.

J'ai un nombre d1=0.25

et je dois trouver selon la loi normale LOI.NORMALE(0.25;0;1;VRAI()) ( --> Excell ) = 0.6

Comment faire cela en javascript ou en php ???

SVP toute aide venu avant ce soir sera providentielle

Merci

Nicolas

[Invité]

Salut
juste une idée comme ça : tu copies la table de la loi normale dans un tableau en javascript ( http://fr.wikisource.org/wiki/Table_...e_r%C3%A9duite )
Après tu n'as plus qu'à faire une fonction de décomposition de ton entrée (0.25 => ligne 0.2 colonne 5 => 0.59871) pour déterminer la bonne valeur.

A+

[hteamspy]

Super merci du début ( je ne savais pas que cela marchait comme ça loi normale, les souvenirs sont lointain ... )

A tout hasard, si quelqu'un possede ce tableau en javascript déja fait ça serait super

[hteamspy]

Voila loi normale tiré de façon automatique du lien précédent

Code :

Sélectionner tout - Visualiser dans une fenêtre à part

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 var loi_normale = new Array();
 
loi_normale['0']=new Array('50000','50399','50798','51197','51595','51994','52392','52790','53188','53586');
loi_normale['0.1']=new Array('53983','54380','54776','55172','55567','55962','56356','56749','57142','57535');
loi_normale['0.2']=new Array('57926','58317','58706','59095','59483','59871','60257','60642','61026','61409');
loi_normale['0.3']=new Array('61791','62172','62552','62930','63307','63683','64058','64431','64803','65173');
loi_normale['0.4']=new Array('65542','65910','66276','66640','67003','67364','67724','68082','68439','68793');
loi_normale['0.5']=new Array('69146','69497','69847','70194','70540','70884','71226','71566','71904','72240');
loi_normale['0.6']=new Array('72575','72907','73237','73565','73891','74215','74537','74857','75175','75490');
loi_normale['0.7']=new Array('75804','76115','76424','76730','77035','77337','77637','77935','78230','78524');
loi_normale['0.8']=new Array('78814','79103','79389','79673','79955','80234','80511','80785','81057','81327');
loi_normale['0.9']=new Array('81594','81859','82121','82381','82639','82894','83147','83398','83646','83891');
loi_normale['1']=new Array('84134','84375','84614','84849','85083','85314','85543','85769','85993','86214');
loi_normale['1.1']=new Array('86433','86650','86864','87076','87286','87493','87698','87900','88100','88298');
loi_normale['1.2']=new Array('88493','88686','88877','89065','89251','89435','89617','89796','89973','90147');
loi_normale['1.3']=new Array('90320','90490','90658','90824','90988','91149','91309','91466','91621','91774');
loi_normale['1.4']=new Array('91924','92073','92220','92364','92507','92647','92785','92922','93056','93189');
loi_normale['1.5']=new Array('93319','93448','93574','93699','93822','93943','94062','94179','94295','94408');
loi_normale['1.6']=new Array('94520','94630','94738','94845','94950','95053','95154','95254','95352','95449');
loi_normale['1.7']=new Array('95543','95637','95728','95818','95907','95994','96080','96164','96246','96327');
loi_normale['1.8']=new Array('96407','96485','96562','96638','96712','96784','96856','96926','96995','97062');
loi_normale['1.9']=new Array('97128','97193','97257','97320','97381','97441','97500','97558','97615','97670');
loi_normale['2']=new Array('97725','97778','97831','97882','97932','97982','98030','98077','98124','98169');
loi_normale['2.1']=new Array('98214','98257','98300','98341','98382','98422','98461','98500','98537','98574');
loi_normale['2.2']=new Array('98610','98645','98679','98713','98745','98778','98809','98840','98870','98899');
loi_normale['2.3']=new Array('98928','98956','98983','99010','99036','99061','99086','99111','99134','99158');
loi_normale['2.4']=new Array('99180','99202','99224','99245','99266','99286','99305','99324','99343','99361');
loi_normale['2.5']=new Array('99379','99396','99413','99430','99446','99461','99477','99492','99506','99520');
loi_normale['2.6']=new Array('99534','99547','99560','99573','99585','99598','99609','99621','99632','99643');
loi_normale['2.7']=new Array('99653','99664','99674','99683','99693','99702','99711','99720','99728','99736');
loi_normale['2.8']=new Array('99744','99752','99760','99767','99774','99781','99788','99795','99801','99807');
loi_normale['2.9']=new Array('99813','99819','99825','99831','99836','99841','99846','99851','99856','99861');
loi_normale['3']=new Array('99865','99869','99874','99878','99882','99886','99889','99893','99896','99900');
loi_normale['3.1']=new Array('99903','99906','99910','99913','99916','99918','99921','99924','99926','99929');
loi_normale['3.2']=new Array('99931','99934','99936','99938','99940','99942','99944','99946','99948','99950');
loi_normale['3.3']=new Array('99952','99953','99955','99957','99958','99960','99961','99962','99964','99965');
loi_normale['3.4']=new Array('99966','99968','99969','99970','99971','99972','99973','99974','99975','99976');
loi_normale['3.5']=new Array('99977','99978','99978','99979','99980','99981','99981','99982','99983','99983');
loi_normale['3.6']=new Array('99984','99985','99985','99986','99986','99987','99987','99988','99988','99989');