dividing polynomials by monomials

 $x^2-3y^3$  

 $x^2-15y^3$  

 $10x^2-20y^3$  

 $5x^2-3y^3$  

 $m^3n^2+m^7n^4$  

 $m^2n+m^5n^2$  

 $m+m^5n^2$  

 $m+m^6n^3$  

-3a + 6b

3a - 6b

6a²b - 6b

3a - 12ab

 $7d-21d^6$  

 $7d^{1.5}-14d^4$  

 $2d-3d^6$  

 $2d^{1.5}-3d^4$  

add, subtract

subtract , divide

divide, divide

divide, subtract

$$5x^6y$$  

$$5x^{10}$$  

$$5x^4$$  

$$5x^6$$  

 $3abc\ -\ 4abc$  

 $3abc^{3\ }-\ 4b$  

 $3a^3b^2c^{4\ }-\ 4b$  

 $3abc\ +4b$  

 $x^4y^6-x^2y^4+y^2$  

 $x^3y^4-x^2y^3+xy^2$  

 $x^8y^{10}-x^6y^8+x^4y^6$  

 $0x^4y^6-0x^2y^4+0y^2$  

 $15x$  

 $4x$  

 $15x^2$  

 $25x$  

 $10mn^2+25m^3n^4+40n^5$  

 $20mn^2+35m^3n^4+54n^5$  

 $15mn^2+6m^3n^4+45n^5$  

 $3mn^2+6m^3n^4+9n^5$  

$$\frac{2n^2-12m+5mn^3}{mn}$$

$$2n-12+5n^2$$

$$\frac{2n-12m+5mn^2}{m}$$