Dividing a polynomial by a monomial: Multivariate?

Divide
(20z^6u^6-36z^6u^2)/(4z^5u^3)

Question

Dividing a polynomial by a monomial: Multivariate?

Divide
(20z^6u^6-36z^6u^2)/(4z^5u^3)

lochana · Answer

$$\frac{20z^{6u^6} - 36z^{6u^2}}{4z^{5u^{3}}}$$$$\frac{20z^{6u^6}}{4z^{5u^{3}}} - \frac{36z^{6u^2}}{4z^{5u^{3}}}$$

lochana · Answer

the key thing here is that you have to subtract exponents when dividing

anonymous · Answer

I have to simplify it as much as possible

anonymous · Answer

there are 3 questions that i really cant figure the answer to, i did the rest but the 3 questions are so hard and i need to get them in before 12 tonight.

lochana · Answer

yes. can you see $$6u^6 \ , 5u^3$$ at the first part

lochana · Answer

mm.. you need to subtract them
$$5z^{6u^6 - 5u^3}$$

lochana · Answer

can you do second one $$6u^2, \ 5u^3$$

lochana · Answer

well it's $$9z^{6u^2 - 5u^3}$$

so finally we get
$$5z^{6u^6-5u^3} - 9z^{}6u^2-5u^3$$

lochana · Answer

$$5z^{6u^6 - 5u^3} - 9z^{6u^2 - 5u^3}$$