Sagot :
Bonjour
2) Développer et réduire :
A = (3x - 5)(x - 3)
A = 3x * x + 3x * - 3 - 5 * x - 5 * - 3
A = 3x² - 9x - 5x + 15
A = 3x² - 14x + 15.
B = 2 (3x - 1)(-x + 7)
B = 2 (3x * - x + 3x * 7 - 1 * - x - 1 * 7)
B = 2 (- 3x² + 21x + x - 7)
B = - 6x² + 42x + 2x - 14
B = - 6x² + 44x - 14.
Bonjour,
A = (3x - 5)(x - 3)
double distributivité
3x*x = 3x²
3x*-3 = -9x
-5 *x = -5x
-5 *-3 = 15
=> 3x² -9x -5x +15 = 3x² -14x +15
B = 2 (3x - 1)(-x + 7)
2*3x = 6x
2*-1= -2
(6x-2) ( -x+7)
6x*-x = -6x²
6x*7 = 42x
-2*-x = 2x
-2* 7 = -14
=> -6x² +42x +2x -14 = 6x² +44x -14