Question

Help please? =) I always medal/fan those that help =)
Simplify.
((24u^6x^4 - 18u^4x^4 + 12u^5x^3)) / ((3u^5x^3))

Answer 1

I got this " (8 u^2 x+4 u-6 x)/u " but it says I need to simplify it further and I need help =o

Answer 2

@YOLO_KING

Answer 3

I got you!!!!

Answer 4

I can help you. but I can only give an example. Is that okay with you?

Answer 5

EXAMPLE:

1) Find the greatest common factor of the two expression: Simplify
20uy^8z^6 and 28u^7y^4
---
gcf for 20 and 28 is 4
gcf for u and u^7 is u
gcf for y^8 and y^4 is y^4
gcf for z^6 and no z is no z
---------------------------------
GCF = 4uy^4
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2) Find the least common multiple of the two expressions: Simplify
3t^6x^8y^5 and 12x^3y^6
lcm of 3 and 12 is 12
lcm of t^6 and no t is t^6
lcm of x^8 and x^3 is x^8
lcm of y^5 and y^6 is y^6
---
LCM = 12t^6*x^8*y^6
========================================================
3) Factor Completely: 27z^3+125
No common factor
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4) Factor: 9t+wt+9y+yw
---
t(9+w) + y(9+w)
---
= (9+w)(t+y)
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5) Factor: -8t+xt-24x+3x^2
---
= -(8t -xt + 24x - 3x^2)
---
= -(t(8-x) + 3x(8-x))
---
= -(8-x)(t+3x)

Answer 6

\[\frac{ 3u^4x^3(8u^2x-6x+4u) }{ 3u^5x^3 }\] I factor out so now you can cross them out

Answer 7

you should get 8ux-(6x/u)+4

Answer 8

Good job^

Answer 9

Thank you both so much!!! =D