Homework Study Helpers! =P discussion
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by
Andrea
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Apr 22, 2011 11:00PM

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I'd cross multiply.
s-3/7= s+5/9
so that would be:
s-3 x 9 = s+5 x 7
multiply those and you get:
9s-27 = 7s + 35
Then just simplify until you figure out the value of "s"
Does that help?

I swear I have a mental block against math. lol (unless we're talking $$)

You have you ecuation and you wanna know what s is right? And to get the value of s you have to get rid of all the numbers
S-3/7 = s+5/9
Now you have fractions so the number on the bottom is dividing the one on the top so if you pass it to the other side it becomes a multiplication
S- 3 x 9 (9 was dividing 5) = s + 5 x 7 (7 was dividing 3 on the other side)
Now you multiply the last number you added (aka 9 and 7) times s - 3 and s + 5
ex:
You multipli 9 x s = 9s then multiply 9 x -3 = -27
Multiply 7 x s = 7s then 5 x 7 = 35
And this is your ecuation: 9s - 27 = 7s + 35
Now you have to get all of the s on one side and the normal numbers on the other
9s - 7s = 35 + 27 ( notice that the ones I changes sides change symbols ex: 7s became -7s)
Then you solve it like any other one
2s = 62
And then you take the number beside the s and pass it to the other side ( and since it was multiplying the s then it pases as a divider)
S= 62/2
And the answer is....
S=31 :D
Is it clear??

You have you ecuation and you wanna know what s is right? And to get the value of s you have to get rid of all the numbers
S-3/7 = s+5/9
Now you have fractions so the number..."
So your method is correct except for one error:
S- 3 x 9 (9 was dividing 5) = s + 5 x 7 (7 was dividing 3 on the other side)
if you do something to one side you have to do it to the other side too, exactly the same way so you would solve the problem like this:
s-3/7= s+5/9
multiply on both sides:
63(s-3/7) = 63(s+5/9)
You multiply by 63 because what you do to one side you do exactly the same on the other side so in order to get rid of the denominators on both sides you have to multiply by a common multiple of 7 and 9 and the LCM is 63.
63s - 27 = 63s + 35
now put the variable on the same side, and the integers on the same side
0s = 62
0 = 62
answer is no solution

Yours was the same method just explained differently
Nate wrote: "You lost me at s-3/7= s+5/9 ...
I swear I have a mental block against math. lol (unless we're talking $$)"
Dude I'm the EXACT same!
I swear I have a mental block against math. lol (unless we're talking $$)"
Dude I'm the EXACT same!
I kind of actually like algebra. :) But I think that's just cause the equations remind me of puzzles and I love puzzle games. C:

I took Algebra 1 last year, and I'm about to finish Geometry.
Geometry is pretty fun, but I liked Algebra better. I can't wait for Algebra 2 next year...
I'm sorry. Kind of a nerd...
Haha, that's cool. I'm taking Algebra 1 this year, then Geometry next year if I remember right. :3

Yours was the same method just explained differently"
hmm..well Im still pretty sure the answer is 31..if Im wrong then Im wrong but Im pretty sure...
I know the concept of "what you do to one side, you do to the other," but that's not what you do when you cross multiply.

You have you ecuation and you wanna know what s is right? And to get the value of s you have to get rid of all the numbers
S-3/7 = s+5/9
Now you have fraction..."
forgive me if I did it wrong I was actually on my cellphone when I solved it so let me check it

You have you ecuation and you wanna know what s is right? And to get the value of s you have to get rid of all the numbers
S-3/7 = s+5/9
Now you have fraction..."
Actually checked it and my method is correct. If in the ecuation you substitute s for 31 and solve it you get this:
31.57 = 31.56
they're aproximately equal so it is correct

....... Now i feel bad! I've had my calculator all year and haven't named her! But I neglect it often, anyways. >:D


totally didn't think of that-
hey calc! wanna be called fred?
*calculator gets up and hugs me even tho it doesnt have arms*
thanks!
Aww! Now I wanna name mine George. -looks evilly towards backpack-
Haha, no prob. I can imagine 'Fred's little arms sticking out of his case. XD
Haha, no prob. I can imagine 'Fred's little arms sticking out of his case. XD

Hehehe. ;) I proclaim my calculator's name is George~!
:D It reminds me of the fish in the library I named.
:D It reminds me of the fish in the library I named.
Wait- what? -confused- My calculator can't rape elephants! (at least, i hope so. -shudder-)
I take it you dislike your calculator a great deal? (or love it a great deal, but we don't need to know that. XD)

the former and I dispise MATH.

bahahahahhaah omg XD

Nate doesn't.
Aww, math is okay sometimes.
.......... Is it bad that I can imagine that and don't feel bad about it? :)
Aww, math is okay sometimes.
.......... Is it bad that I can imagine that and don't feel bad about it? :)

Yup, sorta. I can imagine others leaking wires. They sorta scare me. D:
Hm... Funky. (not bad, promise.) Yeah, I can imagine some weird stuff. But it's not all scary.
Hm... Funky. (not bad, promise.) Yeah, I can imagine some weird stuff. But it's not all scary.

Hm... Funky. (not bad, promise.) Yeah, I can imagine some weird stuff. But it's not all scary."
that is talent my friend.
Imagining wires coming out of others? Or imagining other things? Either way, thank you! :D

the first one. not a very common talent you have. treasure it.
Any calculator I've ever had has always semmed to break up with me when I need it most =(
Lets see Ive had-
bob,larry,charlie,betty, ect.
Right now I have my phone, his name is Carl jr.
and NO I did not get it from that fast food place lol
Lets see Ive had-
bob,larry,charlie,betty, ect.
Right now I have my phone, his name is Carl jr.
and NO I did not get it from that fast food place lol