Maths - 45 -
1ere Partie
2eme Partie
3eme Partie
© The scientific sentence. 2013
| Mathématiques 45: Algèbre:
Exercices de révision
Factorisations et identitées remarquables
Tester les connaissances:
☛
• Expressions algébriques
• Expressions littérales
• Fatorisations
• Calcul littéral
• Trinômes
• Polynômes
Utiliser le logiciel pour les trinômes:
• Trinôme solutions Calculateur
Ne pas oublier les identités remarquables:
Factoriser
- 6ab + 3a
- ab – b2
- xy + y
- a2b – ab2
- xy – 2y
- - 4 x2 + 3x
- 4x2 - 9
- 252 - 49
- 5x4 + 2x2 - 3x4
- x2 (a + 1) + 3(a + 1)
- 3(a – 2) – b(2 – a)
- a2 - 4
- (x – 2)2 - (a – 1)2
- 50 – 2x2
- 15a7b2 - 10a5b3
- 12x2y2 - 18xy³ + 24x³y
- (x + 1)2 - 3(x + 1)
- 2(n + 1)n + 3(n + 1)
- a(x – y) – (y - x)2
- (x + 2)(x - 3) – (x - 3)(x + 1)
- 3(x – 2)x – (x + 2)2 + (x + 2)
- 35x3y2 - 49x2y3
- 9x(x + y)3 - 4x2(x + y)2
- y(b – a) + x(a – b)
- 5x(x + 1)2 - 10x2(x + 1)
- 6x2 (u-1) – 4x(1 – u)
- x(2a – b) + (b – 2a)
- 3x12 +2 y33 + 10 x10 + y5
- x3y2 - x2y3
- 6x2y + 4xy2
- 15x6b2 - 10x4b3
- y(b – a) + b(b – a)
- 3(x + y) – 2(x – y)
- 12a2b2 - 18ab3 + 24a3b
- 12x2y3 - 30x3y2 + 18xy4
- x3 – x2 – 2x
- 3x2 - 9xy2 + 6x
- 3xyz3 - 21 x2y2z2 - 6x3y3z
- 5a(a + 2)2 - 3a2(a + 2)
- 5(x + y – z) – 10x(x + y – z)
- 25x3y4z5 + 60x5y2z –
90x4y3z2
- 310a4b4c3 - 65a4b3cd
- –51a3b4c + 17a3b2c – 32a3b4c5
- a(x – y) + b(x – y)
- 2a( b – c) – 4c(b – c)
- 9a2b(x + y) + 3ab2(x + y)
- a(m – n) – b(n – m)
- 5a2(b – 2) + 15a(2 – b)
- 1/9 – x2
- x2 - 144
- a2 - 4a – 4
- 4 x2 + 2x + 7
- x2 - 100
- 49 – 14a + a2
- 9a2 - 12ab + 4b2
- x2 + 4xy + 4y2
- 16x2 - 4
- a4 – 81
- 1 + 2x2 + x4
- x2 - 4xy + 4y2
- 4x2 - 28x + 49
- xy2 - y2z
- z2 - 9
- 25a2 - 16
- 16a2 - 25y2
- x2y2z2 - a2b2c2
- - 2 x 2 + 10x – 25
- a3 - a
- (a - 1)2 - 1
- a4 – 2a2 + 1
- 81a4 – 169
- (5x – 2)2 - 4
- 25x5y – 49xy3
- x2 + x + 1
- 2a – 8a3 + 8a5
- 64x5 + 16x4 + x3
- (a – b)2 - 121
- a4 - b4
- (2x + 5)2 - (3x – 2)2
- x4 + 1 – 2x2
- 49x2 - (x – y)2
- – x2 + 12x – 36
- x2 + 5x + 9
- 81x2 - (x – 4)2
- 4(a + b)2 - (a – b)2
- 3x5 – 48xy7
- - 7x2 + 7
- 4x2 - (3x + 1)2
- x5 – 8x3 + 16x
- 16a2 + 9b2 - 24ab7
- 25a2 + 10a + 1
- x4 + 2x2y + y2
- x2 - 2x + 1
- 100a2 + 9b6 – 30ab3
- 25x4 + 16x2y4 – 40x3y2
- 4a5 + 12a3b4 + 9ab
- (2a + 1)2 - (3 – a)2
- 9a3b3 + - 3ab
- 25a2 - (b – 2a)2
- ax – by – ay + bx
- a3 + 2a – a2 - 2
- x2 - y2 + x2y – xy2
- x3 + x – x2 - 1
- 1 – x2 - y2 + 2xy
- ax – x – a + 1
- x2 + 4xy – 1 + 4y2
- x3 - 2x2 - x + 2
- a2x – b2x + a2y – b2y
- x2 + 9y2 - 1 – 6xy
- ax – 4x + 4y – ay
- x2 - 4x – y2 + 4
- x + y + ax + ay
- ab + a + b + 1
- x4 – 2x3 + 4x – 8
- 20a3 + 5a2 - 4a – 1
- 12ab – 8a + 3b – 2
- a3 - b4 + a2b – ab3
- x2 + 6x + 9
- x2 + 4 – 4x
- x2 - 3x + 1
- 4x2 + 12x – 9
- 2x2 + 20x + 50
- x2 - 4x + 4 – y2
- x2 + 8x + 12
- x2 - 13x + 12
- 2x2 + 12x – 32
- a2 - 2ab + b2 - 1
- a2 - y2 - 2xy – x2
- a2 - b2 + 2bc – c2
- x2 - 2x – y2 + 1
- x2 - 4y2 + 4y – 1
- cy + y + c + 1
- x2 - 8x + 16
- 25x2 + 30x + 9
- 4x2 + 2x – 9y2 - 3y
- c2 + d – d2 - c
- b2y – b2 + a2y – a2
- 5a3 + a2 - 20a – 4
- a4 – 2a3 + a – 2
- x2 + 3x + 2
- x2 + 8x + 15
- x2 + x – 6
- x2 + 5x – 6
- x2 + 4x – 21
- x2 - 8x + 12
- x2 + 13x – 14
- 2x2 - 14x + 24
- 3x2 + 3x – 6
- 3x2 - 3x – 6
- x6 – 6x3 + 9
- x4 – 18x2 + 81
- 0.25y2 - 0.01 x2
- 9x2 + 2x +
- 2x6 + 2 – 4x3
- x4 – 2x3 - x + 2
- 3(x – y) – x(y – x)
- y3 – y
- 81x4 – 144
- (2x + 1)2 - (x + 1)2
- 5z3 – 10z2 + 5
- 121a2 - (2a + 3 )2
- x2 + 4y2 - 1 – 4xy
- z3 - 6z2 - z + 6
- –z2 + 2z – 1
- 8a3 - 8a2 + 2a
- a3 - 3a2 - a + 3
- x2 - 12x – y2 + 36
- xy2 - xz2
- x4y2 - x2y4
- x2y – 6xy + 9y
- 3x3y – 3xy3
- x8 – y8
- x2 - x + 4
- ab4xy4 – ab2xp2
- 2a2 - 12a + 18
- x6 – x2
- a4 – 2a2 + 1
- 5x3 - 15xy2
- a4 – 6a2 + 9
- 49x3 - x
- 9x2y2 - 16
- x2 - 4x – 5
- x2 + 10x + 16
- x2 - 30x + 225
- x2 - 4x – 32
- x2 + 5x – 14
- x2 + 20x + 19
- x2 - 4x – 12
- x3 + 9x2 + 11x – 21
- x3 + 2x2 - 5x – 6
- 4x2 - 2x + 1
- 4a2b3 - b
- 75a2 + 30a + 3
- (x + 3)2 - 16
- 4x2(x + 3) – (3 + x)
- x3y2 - 5x5
- 9(x2 - 3) - y4(x2 - 3)
- 3x(y2 - 2y) + 3x
- x4 – 2x2 + 1
- (3x2 +12x)2 + 9(4x2 + 11x)
- 3x4(x2 - 9 ) – (x + 3)
- 2a(x + y) – 3b( -x – y)
- x(2a – b) + y(b – 2a)
- a(x – y) – (y – x)
- (4a – 2b)(2x – 3y) +(3y – 2x)(b – 2a)
- a2(x – 1)(a + b) + a3(1 – x)
- (x – 2y)(a – b) – (b – a)(2x + y)
- 5x2- 5
- a4x4 - a4
- a4b2x5 – a2x
- 9x5y6 – xy
- 12(x + 2)3 - 3(x + 2)
- (a – b) – (a – b)x4
- –3x9 + 3x5
- 2x3 - 7x
- 16a4b2 - 24a2b3 + 9b4
- x2(a2 - 4) – (a2 - 4)
- (a + 1)4 – (a + 1)2
- 125x3(x– y)2 - 45x(3x + 2y)2
- (a2 + b2 - c2)2 -
(a2 - b2 + c2)2
- 2x3 + 5x2 - 4x – 3
- 2x3 + 3x2 - 23x – 12
- x4 + 5x3 - 15x2 - 45x + 54
- 24x – 4 + 5x4 – 6x3 - 19x2
- x2 - 8x + 12
- x2 - 14x + 13
- x2 - 22x + 85
- x4 + 2x3 - 16x2 - 2x + 15
- x4 – 7x3 + 17x2 - 17x + 6
- x5 + 3x4 – 16x – 48
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