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![](https://rs.olm.vn/images/avt/0.png?1311)
\(-10x^2+11x+6\)
\(=-10x^2-4x+15x+6\)
\(=-2x\left(5x+2\right)+3\left(5x+2\right)\)
\(=\left(-2x+3\right)\left(5x+2\right)\)
\(10x^2-4x-6\)
\(=10x^2-10x+6x-6\)
\(=10x\left(x-1\right)+6\left(x-1\right)\)
\(=\left(10x+6\right)\left(x-1\right)\)
\(=2\left(5x+3\right)\left(x-1\right)\)
\(-10x^2+4x+6\)
\(=-2\left(5x^2-2x-3\right)\)
\(=-2\left[5x^2-5x+3x-3\right]\)
\(=-2\left[5x\left(x-1\right)+3\left(x-1\right)\right]\)
\(=-2\left(x-1\right)\left(5x+3\right)\)
\(10x^2+7x-6\)
\(=10x^2+12x-5x-6\)
\(=2x\left(5x+6\right)-\left(5x+6\right)\)
\(=\left(5x+6\right)\left(2x-1\right)\)
![](https://rs.olm.vn/images/avt/0.png?1311)
a) -8x2+5x+3=-8x^2+8x-3x+3=-8x(x-1)-3(x-1)=-(8x+3)(x-1)
b)8x^2-10x-3=8x^2-12x+2x-3=8x(x-1,5)+2(x-1,5)=2(4x+1)(x-1,5)
c)=8x^2-2x+12x-3=2x(4x-1)+3(4x-1)=(2x+3)(4x-1)
d)=-8x^2+24x-x+3=-8x(x-3)-(x-3)=-(8x+1)(x-3)
![](https://rs.olm.vn/images/avt/0.png?1311)
10x2 + 17x - 6
\(=10x^2+20x-3x-6\)
\(=10x\left(x+2\right)-3\left(x+2\right)=\left(x+2\right)\left(10x-3\right)\)
- 10x2 - 17x +6
\(=-10x^2-20x+3x+6\)
\(=-10x\left(x+2\right)+3\left(x+2\right)=\left(x+2\right)\left(-10x+3\right)\)
- 10x2 + 28x + 6
\(=-10x^2+30x-2x+6\)
\(=-10x\left(x+3\right)-2\left(x+3\right)=-\left(x+3\right)\left(10x+2\right)\)
10x2 - 28x -6
\(=10x^2-30x+2x-6\)
\(=10x\left(x-3\right)+2\left(x-3\right)=\left(x-3\right)\left(10x+2\right)\)
![](https://rs.olm.vn/images/avt/0.png?1311)
a: =4x^2+8x-3x-6
=4x(x+2)-3(x+2)
=(x+2)(4x-3)
b: =3(3x^2-2x-1)
=3(3x^2-3x+x-1)
=3(x-1)(3x+1)
c: =2x^2-4x+x-2
=2x(x-2)+(x-2)
=(x-2)(2x+1)
d: =3x^2+3x-2x-2
=3x(x+1)-2(x+1)
=(x+1)(3x-2)
e: =3x^2+9x+x+3
=3x(x+3)+(x+3)
=(x+3)(3x+1)
a) \(4x^2+5x-6\)
\(=4x^2+8x-3x-6\)
\(=\left(4x^2+8x\right)-\left(3x+6\right)\)
\(=4x\left(x+2\right)-3\left(x+2\right)\)
\(=\left(x+2\right)\left(4x-3\right)\)
b) \(9x^2-6x-3\)
\(=3\left(3x^2-2x-1\right)\)
\(=3\left(3x^2-3x+x-1\right)\)
\(=3\left[3x\left(x-1\right)+\left(x-1\right)\right]\)
\(=3\left(x-1\right)\left(3x+1\right)\)
c) \(2x^2-3x-2\)
\(=2x^2-4x+x-2\)
\(=\left(2x^2-4x\right)+\left(x-2\right)\)
\(=2x\left(x-2\right)+\left(x-2\right)\)
\(=\left(2x+1\right)\left(x-2\right)\)
d) \(3x^2+x-2\)
\(=3x^2+3x-2x-2\)
\(=\left(3x^2+3x\right)-\left(2x+2\right)\)
\(=3x\left(x+1\right)-2\left(x+1\right)\)
\(=\left(x+1\right)\left(3x-2\right)\)
e) \(3x^2+10x+3\)
\(=3x^2+9x+x+3\)
\(=3x\left(x+3\right)+\left(x+3\right)\)
\(=\left(x+3\right)\left(3x+1\right)\)
![](https://rs.olm.vn/images/avt/0.png?1311)
a)3x2+7x-6
=3x2-2x+9x-6
=x(3x-2)+3(3x-2)
=(x+3)(3x-2)
b)8x2-2x-3
=8x2-6x+4x-3
=2x(4x-3)+(4x-3)
=(2x+1)(4x-3)
c)6x2-15x+6
=3(2x2-5x+2)
=3(2x2-x-4x+2)
=3[x(2x-1)-2(2x-1)]
=3(x-2)(2x-1)
d)10x2+7x-6
=10x2+12x-5x-6
=2x(5x+6)-(5x+6)
=(2x-1)(5x+6)
![](https://rs.olm.vn/images/avt/0.png?1311)
1) 6x^2 + 7x - 5
=6x2-3x+10x-5
=3x.(2x-1)+5.(2x-1)
=(2x-1)(3x+5)
2) 10x^2 - 13x - 3
=10x2+2x-15x-3
=2x(5x+1)-3(5x+1)
=(5x+1)(2x-3)
\(6x^2+7x-5\)
\(=6x^2-3x+10x-5\)
\(=3x\left(2x-1\right)+5\left(2x-1\right)\)
\(=\left(2x-1\right)\left(3x+5\right)\)
![](https://rs.olm.vn/images/avt/0.png?1311)
Đây nhé![](data:image/png;base64,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)