Math help:

Question

Math help:

gdubb08 · Answer

attachment

gdubb08 · Answer

And don't take this post down, I'm tryna get help here and ya'll keep taking it down, then banning me

gdubb08 · Answer

Shadow you don't need to write a whole essay lol. THE ANTICIPATION IS KILLING MEEEE!!!

gdubb08 · Answer

ima eat a sandwhich. I'll be back

sllo · Answer

First, simplify the coes 12/21 = 2/3 then cancel out x ^8 and subtract the exponents of y: y ^6-2= y=^4 giving the final answer 2y^4/3

sllo · Answer

First simplify the coes 14/21* Mb

gdubb08 · Answer

@sllo wrote:

First, simplify the coes 12/21 = 2/3 then cancel out x ^8 and subtract the exponents of y: y ^6-2= y=^4 giving the final answer 2y^4/3

I trust shadow more. Sorry

sllo · Answer

@gdubb08 wrote:

@sllo wrote:

First, simplify the coes 12/21 = 2/3 then cancel out x ^8 and subtract the exponents of y: y ^6-2= y=^4 giving the final answer 2y^4/3

I trust shadow more. Sorry

We literally got the same answer

gdubb08 · Answer

@sllo wrote:

@gdubb08 wrote:

@sllo wrote:

First, simplify the coes 12/21 = 2/3 then cancel out x ^8 and subtract the exponents of y: y ^6-2= y=^4 giving the final answer 2y^4/3

I trust shadow more. Sorry

We literally got the same answer

cool

Shadow · Answer

Yeah that's what I got as well. I used the wrong coefficients at the start, silly me (:

But let me know if you don't understand how you get there.

gdubb08 · Answer

@shadow wrote:

Yeah that's what I got as well. I used the wrong coefficients at the start, silly me (: But let me know if you don't understand how you get there.

so for $$5x^1y^1/5x^2y^8$$ , would you get 1/1*1/x$$^1$$*1/y^7? Then 3/1x^1y^7?

Shadow · Answer

$$\frac{ 3 }{ x y^8}$$ so ur saying that's the end result, for that new expression?

gdubb08 · Answer

@shadow wrote:

$$\frac{ 3 }{ x y^8}$$ so ur saying that's the end result, for that new expression?

I forgot. I'm on a new problem now. Here:

gdubb08 · Answer

$$9x^5y^8/3x^1y^1$$
I got  $$3x^4y^7$$

Shadow · Answer

yup that's correct.

gdubb08 · Answer

@shadow wrote:

yup that's correct.

now more math -_-

gdubb08 · Answer

@shadow wrote:

yup that's correct.

everytime I look at x, I wonder y