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{"ops":[{"insert":"D\u2019apr\u00e8s la m\u00e9thode des diff\u00e9rences finies, quel est le sch\u00e9ma avanc\u00e9 de la d\u00e9riv\u00e9e premi\u00e8re, seconde et troisi\u00e8me avec une pr\u00e9cision du second ordre ?"},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Soit l'\u00e9quation suivante:"},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"\nd"},{"attributes":{"script":"super"},"insert":"3"},{"insert":"y\/dt"},{"attributes":{"script":"super"},"insert":"3"},{"insert":"+2d"},{"attributes":{"script":"super"},"insert":"2"},{"insert":"y\/dt"},{"attributes":{"script":"super"},"insert":"2"},{"insert":"+4dy\/dt+8y=te"},{"attributes":{"script":"super"},"insert":"2"},{"insert":"t\n\navec y(0) = 0 et y(3) = 28.2\n\nEn utilisant les resultats de la partie (1); r\u00e9soudre l'\u00e9quation pour t appartenant \u00e0 [0 ; 3] avec le delta t = 0,3. \n"}]}
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