Factorize the expression

Arrange the expression in the form of factorization..


$\dfrac {dy} {dx}=\dfrac {y^{2}-2xy} {x^{2}-xy}$ [March $19AP\right)$ v 
$\right)dv=0$ 

$8.3.$ $-$ Add: 
$\right)$ D $3x_{y,}$ $x^{2}y^{1}$ $-7x^{2}y$ $,$ $8xy$ $x^{2}y,$ $96^{2}$ 
$\left(y$ $6^{2}2$ $-37,$ $-3b^{2}$ $c^{2}$ $2a<$ $1≠$ 
(i) $x^{2}+xy,$ $y^{2}-2xy,$ $3xy$ $-7$ 

$1.$ Complete the table. 
$2x^{2}$ $-2xy$ $x^{4}y^{3}$ $2xyz$ $\left(-5\right)xz^{2}$ 
$8x^{6}$ $-2x^{5}y$ $26^{8}y^{3|αx^{5}}y^{2|-5x^{5}2}$ 
$-5x^{5}2$ 
$\left(-\right)$ $4x^{5}y^{4}$ 
$-x^{2}y$ 
$2y^{2}z$ $-10xy^{2}z^{3}$ 
$-3xyz$ 
$\left(-$ $-14xyz^{2}$ 

Calculator search results