bài 1: phân tích thành nhân tử
a) \(^{6x^2}\)+ 9x b) \(4x^2\) + 8x c) \(5x^2\) + 10x
d) \(2x^2\)- 8x e) 5x - 15y f) x (\(x^2\)-1) + 3 (\(x^2\)-1)
g) \(x^2\)- 2x + 1 - \(4y^2\) h) \(x^2\)- 100 i) \(9x^2\)- 18x + 9
k) \(x^3\) - 8 l) \(x^2\)+ \(6xy^2\) + \(9y^4\) m) 4xy - \(4x^2\) - \(y^2\)
n) \(\left(x-15\right)^2\) - 16 o) 25 - \(\left(3-x\right)^2\) p) \(\left(7x-4\right)^2\)- \(\left(2x+1\right)^2\)
Bài 2: phân tích thành nhân tử
a) \(3x^3\) - \(6x^2\) + 3\(x^2y\) - 6xy b) \(x^2\) - 2x + xy -2y
c) 2x + \(x^2\) -2y - 2xy + \(y^2\) d) \(x^2\) - 2xy + \(y^2\) - 9
e) \(x^2\)+ \(y^2\) - 2xy -4 f) 2xy - \(x^2\)- \(y^2\) + 9
h) \(x^2\)- \(y^2\) + 12y - 36 i) \(4x^2\) - 9 - x(2x - 3)
bài 3: tìm x
a) 2(x + 3) - \(x^2\) -3x = 0 b) \(x^3\) - 25x= 0
c) 5(x-9) + \(x^2\) -9x = 0 d) 2(x + 5) - \(x^2\) -5x = 0
e) (2x + 3)(x - 1) + (2x-3)(1 - x) = 0 f) \(x^3\) + \(x^2\) + x + 1 = 0
h) 2x(x + 3) = x+3 i) \(x^2\)(x - 5) - 4x+ 20 = 0
