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Exercice 11
                  2x − 3
    (a) f (x) =               →     x+8=0          →     x = −8
                  x+8
                                   ED :      x∈     − {−8}
                   x+1
    (b) f (x) =               →          2x 2 + 3x = 0 ou     x(2x + 3) = 0
                  2x 2 + 3x
                              x=0       et
                              2x + 3 = 0           →         x = −3/2

                                  ED :     x∈     − {−3/2; 0}
                  ax + b                                         d
    (c) f (x) =               →     cx + d = 0      →    x=−
                  cx + d                                         c
                                                         d
                                   ED :     x∈     − −
                                                         c

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Ch16 11

  • 1. Exercice 11 2x − 3 (a) f (x) = → x+8=0 → x = −8 x+8 ED : x∈ − {−8} x+1 (b) f (x) = → 2x 2 + 3x = 0 ou x(2x + 3) = 0 2x 2 + 3x x=0 et 2x + 3 = 0 → x = −3/2 ED : x∈ − {−3/2; 0} ax + b d (c) f (x) = → cx + d = 0 → x=− cx + d c d ED : x∈ − − c