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Exercice 12
   Soit : − a x 2 + a x − 1. On calcule successivement :
            b       c


                     c    2          −b        c2  4b c 2 − 4ab
             ∆=               −4        (−1) = 2 −   =
                     a               a        a    a      a2

                    (−c/a)   c
              h=           =
                   2(−b/a) 2b

                   −(c 2 −4ab)
                        a2           c 2 − 4ab a     c 2 − 4ab
              k=                 =            ·    =
                   4(−b/a)               a2     4b       4ab

   Ainsi, la fonction s’écrit :

                                   −b     c      2       c 2 − 4ab
                         f (x) =      x−             +
                                   a     2b                  4ab

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Ch05 12

  • 1. Exercice 12 Soit : − a x 2 + a x − 1. On calcule successivement : b c c 2 −b c2 4b c 2 − 4ab ∆= −4 (−1) = 2 − = a a a a a2 (−c/a) c h= = 2(−b/a) 2b −(c 2 −4ab) a2 c 2 − 4ab a c 2 − 4ab k= = · = 4(−b/a) a2 4b 4ab Ainsi, la fonction s’écrit : −b c 2 c 2 − 4ab f (x) = x− + a 2b 4ab