Divide. 50p^9q^5/10pq^2?

Answer 1

Take each part and divide it separately.

Separate the coefficients (the 50 and the 10), the p's (p^9 and p), and the q's (q^5 and q^2). Now do each part separately.

50/10 = 5
p^9/p = p^8. (If that doesn't make sense, think of it this way. You've got 9 p's on top of the fraction and 1 p on bottom. The 1 p on bottom will cancel out one of the p's on top' leaving 8 p's, or p^8.)
q^5/q2 = q ^3. (Same reasoning as the p's. You've got 5 q's on top and 2 on bottom. The 2 on bottom will cancel out 2 of the q's on top, leaving q^3)

So final answer is 5p^8q^3.

Good luck with the twins.

Answer 2

50p^9q^5/10pq^2 = (50/10)(p^9/p)(q^5/q^2) =5 p^8 q^3 Answer.

Answer 3

(50p^9q^5)/(10pq^2)

First: divide the coefficients...

50/10 = 5

Sec: divide the "p" variables...

p^9/p

*When you have the same base "x" > subtract exponents...

p^8

Third: divide the "q" variables...

q^5/q^2

= q^3

*Last, combine the term & variables together...

= 5p^8q^3

Answer 4

50/10 =5, p^9/p=p^8 and q^5/q^2 = q3

so the result is 10p^8q^3

Answer 5

50p^9q^5/10pq² =
5p^8q³
><

Answer 6

= (50/10) (p^9/p)(q^5/q^2)

=5 (p^(9-1)) (q^(5-2))

=5p^8q^3

Answer 7

50p^9q^5
_______
10pq^2


5p^8q^3

Answer 8

5p^8q^3

Answer 9

10p^8q^3