@TheLukeskywalker2 @satellite73 Can you check my answer to this one please
I will post it below---

Question

@TheLukeskywalker2  @satellite73  Can you check my answer to this one please 
I will post it below--->

bookworm14 · Answer

I think it has no solution but, im not sure I am working it out right... any help?

anonymous · Answer

lol of course it has a solution !

anonymous · Answer

just because you don't feel like finding it doesn't mean there isn't one...

anonymous · Answer

wanna find it?

bookworm14 · Answer

I know but im supposed to determine if it has no solution 1 solution or infinite solutions and YES!!! I wanna find it !!!!!!!!!!!! :D

anonymous · Answer

ok first off since the coefficient of the x term in the left and right are different, there must be a solution 
one solution

bookworm14 · Answer

this is the firsst ive done with the problem containing a fraction

anonymous · Answer

$$3-\frac{2}{3}x=-2x+5$$ if you don't like the fractions, get rid of them
you have an equal sign, multiply both sides by 3 and get 
$$9-2x=-6x+15$$

anonymous · Answer

notice you have to multiply EVERYTHING by 3

bookworm14 · Answer

why do you multiply by 3?

anonymous · Answer

now we can solve without dealing with those nasty fractions

bookworm14 · Answer

wait real quick can i solve it and you check my answer?

anonymous · Answer

take a look at $$3-\frac{2}{3}x=-2x+5$$ and remember you don't like fractions
now why would you multiply by 3?

anonymous · Answer

sure i will wait
get a glass of juice (beer)

bookworm14 · Answer

lol xD drink up

bookworm14 · Answer

Ughhh nevermind I got stuck again $\huge\color{blue}{\ddot\frown}$

anonymous · Answer

$$9-2x=-6x+15$$ add $6x$ get 
$$9+4x=15$$ subtract $9$ get 
$$4x=6$$ divide by $4$ get 
$$x=\frac{6}{4}=\frac{3}{2}$$

anonymous · Answer

The only case where there are infinitely many solutions is when the equation reduces down to x=x, or something similar. The only way that there are no solutions is where you reduce to a mathematical contradiction, like 1=2. It is obvious that $$1\neq2$$ so there are no values of x for which it would be true.

anonymous · Answer

$$\huge\color{blue}{\ddot\smile}$$

anonymous · Answer

$$\Huge\color{red}{\ddot\smile\clubsuit}$$

anonymous · Answer

Do you have any more Bookworm? If not I might be going to bed soon.

bookworm14 · Answer

well both of those make sense $\huge\color{purple}{Thank~You~!~!~!~! ~ \color{lime}{\Huge\ddot\smile \infty \heartsuit}}$ 

and Im okay for now, I think satelite73 will be here if i need anyhting else, sleep well :3 :) @TheLukeskywalker2

anonymous · Answer

I offer my assistance if needed as well Book

bookworm14 · Answer

why thank you :3 @hilbertboy96

anonymous · Answer

no probs