Question

Simplify:

Answer 1

That will simplify down to \[\frac{ 9x^2 }{ x }\] which then simplify's to what?

Answer 2

9x??

Answer 3

Yes. :).

Answer 4

Yay one more?? c:

Answer 5

If it is just on this post only 1 more k?

Answer 6

As we do not want long posts.

Answer 7

Okay just one more and that's it.

Answer 8

On this post yes :)

Answer 9

Ok so, first it simplifys to (3/c)^-2 which then turns into (3/c) * (3/c). So what does (3/c) * (3/c) transfer into or simplify into?

Answer 10

c^2 * 9 i believe ;-;

Answer 11

or c^2/9

Answer 12

No, \[\frac{ 3 * 3 }{ ? * ? } \]

Answer 13

What goes on the denominator?

Answer 14

I'm really bad at things, sorry. 9/c^2?

Answer 15

No i just gave you the next part, What would go on the denominator, it is pretty simple :-)

Answer 16

so you say 9/c^2 goes on the denominator, No, remove the 9/ and the ^2, what is left is one piece that goes below, double the piece and there you go what is left will be ? * ?

Answer 17

By double i mean split into 2.

Answer 18

Hello?

Answer 19

It's c
I'm here sorry

Answer 20

Yes there you go how many c's go on the bottom -> ? * ?

Answer 21

2

Answer 22

Yes.

Answer 23

What does ? * ? turn into now?

Answer 24

c * c

Answer 25

Yes there you go, so, \[\frac{ 3 * 3 }{ c * c }\] which simplifys into what?

Answer 26

9/c^2

Answer 27

Oh i see what you were doing, Were you already simplifying it to the final answer?

Answer 28

That was correct but i was trying to get you to complete the fraction. So good job on getting that if you already knew what the fraction was :)!

Answer 29

Hope i helped :)!

Answer 30

Thanks you did a lot. :D