Factoring

Which of the following would be equivalent to

 $14y^3+6y^2+12xy$ ?

•  $2y\left(7y^2+3y+6y\right)$  

•  $y\left(14y^2+6y+12\right)$  

•  $2y\left(7y^2+3y+6x\right)$  

•  $2\left(7y^2+6y+6y\right)$  

Factor  $12x^3-24x^2y+27xy^2$  

•  $3x(4x^2-8x+9y)$  

•  $3x(4x-8y^2+9y^2)$  

•  $3x(4x^2-8y+9y^2)$  

•  $3x(4x^2-8xy+9y^2)$  

Factor  $2xy^3+3xy^2+6y^2$  

•  $y^2(2xy+3y+6x)$  

•  $y(4x+6y^2)$  

•  $y^2(2xy+3x+6)$  

•  $y(7x^2+3x+6y^2)$  

Factor $10x^2y+20x^2y^2+4xy^3$  

•  $2xy(5x^2+10y+2y^2)$  

•  $2xy(5x+10xy+2y^2)$  

•  $2xy(5xy+10x+3y^2)$  

•  $2xy(5x^2+4x+6xy^2)$  

Factor $16x^3+8x^2+12xy^2$  

•  $4x(4x^2+2x+6y)$  

•  $4x(4x+6y^2+3y^2)$  

•  $4x(4x^2+2x+3y^2)$  

•  $4x(4x^2+3x+8y^2)$  

Factor  $14x^3+6x^2+12xy^2$  

•  $2x(10x+6y)$  

•  $2x(14x+6y^2)$  

•  $2x(7x^2+3x+6y)$  

•  $2x(7x^2+3x+6y^2)$