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Posted 2003-10-04, 05:21 PM in reply to Ganga's post "A simple math problem"
Did you just put that function on the calulator and look at the table?
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Posted 2003-10-04, 06:06 PM in reply to Ganga's post "A simple math problem"
No, I graphed the function then graphed y=-5 y=-2 y=0 etc. and found the intersections.
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Posted 2003-10-05, 09:26 AM in reply to Ganga's post "A simple math problem"
I can give you:

x = 32/(y-1) + 15
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Posted 2003-10-05, 10:50 AM in reply to Ganga's post "A simple math problem"


i came up with that, only way i could get x on one side.
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Posted 2003-10-05, 12:23 PM in reply to Ganga's post "A simple math problem"
x = (15y + 17)/(y - 1)
"Stephen Wolfram is the creator of Mathematica and is widely regarded as the most important innovator in scientific and technical computing today." - Stephen Wolfram
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Posted 2003-10-05, 12:24 PM in reply to Ganga's post "A simple math problem"
Chruser anyway you can show your work in steps...im actually intrerested in how you did tha
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Posted 2003-10-05, 12:51 PM in reply to Ganga's post "A simple math problem"
y = (x + 17) / (x - 15)
y(x-15) = x + 17
xy - 15y = x + 17
xy - x = 15y + 17
x(y - 1) = 15y + 17
x = (15y + 17) / (y -1)
"Stephen Wolfram is the creator of Mathematica and is widely regarded as the most important innovator in scientific and technical computing today." - Stephen Wolfram
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Chruser never puts off to tomorrow what can be done the day after tomorrowChruser never puts off to tomorrow what can be done the day after tomorrowChruser never puts off to tomorrow what can be done the day after tomorrowChruser never puts off to tomorrow what can be done the day after tomorrowChruser never puts off to tomorrow what can be done the day after tomorrow
 
 
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Posted 2003-10-05, 01:01 PM in reply to Ganga's post "A simple math problem"
Oh, if you need to check your solution, you can always try this out:

http://www.hostsrv.com/webmab/app1/M...solve&s3=basic

Works really well up to exact fourth-grade solutions. If you want to see how good it really is, try solving this equation for x:

7a^4+17x^4+7x^3+17x^2+7x+7a^3=7

It might take a while, but the results are impressive.

Of course, if you have a lot of homework on a really tough equation to deal with, you can always use this web-based equation solver and check everything step-by-step to see if you're still on-track. If you suddenly get a bunch of strange square and cube roots all over the place, you might, for instance, have messed with the denominator a bit too much, so go back a step and try something else.
"Stephen Wolfram is the creator of Mathematica and is widely regarded as the most important innovator in scientific and technical computing today." - Stephen Wolfram
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Posted 2003-10-05, 01:06 PM in reply to Ganga's post "A simple math problem"
heh, i allmost had it right
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Posted 2003-10-05, 05:47 PM in reply to Ganga's post "A simple math problem"
Ah, Chruser, only if you done that 2 days earlier I would goten a 100% on my homework... stupid web assignments. Thanks anyway! Nice website you have there thanks for that too.
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Posted 2003-10-05, 05:51 PM in reply to Ganga's post "A simple math problem"
whoa thanks.. ill be needing this next year and some of this year...
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Posted 2003-10-06, 09:58 AM in reply to Ganga's post "A simple math problem"
Feel free to shout again if you need more help, and I just might be able to find out what I'm doing.
"Stephen Wolfram is the creator of Mathematica and is widely regarded as the most important innovator in scientific and technical computing today." - Stephen Wolfram
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Posted 2003-12-06, 09:32 AM in reply to Ganga's post "A simple math problem"
platnum said:


i came up with that, only way i could get x on one side.
Well from that you can solve for Y, then solve for X, since X/X=1.
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Posted 2003-12-06, 10:03 PM in reply to Ganga's post "A simple math problem"
Well that is true up until xy - 15y - 17 = x

From there you need to subtract x from both sides and add 15y and 17 to both sides.

That gives you xy - x = 15y + 17
Then factor out the x which gives you x(y - 1) = 15y + 17
Then divide both sides by (y - 1)


x = (15y + 17)/(y - 1)
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Posted 2003-12-06, 10:13 PM in reply to Ganga's post "A simple math problem"
Why can't we just solve for X? It's a lot easier.

-14y-17=1
-14y=18
y=-1.29

xy-15y=x+17
-1.29x-(15 X -1.29)=x+17
X=1.03

Damn you smart people.
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Posted 2003-12-06, 10:51 PM in reply to Ganga's post "A simple math problem"
I used MATHS and solved it easily.

Il papa caca nei legno?
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Posted 2003-12-07, 10:17 AM in reply to Ganga's post "A simple math problem"
Well you can't solve for y because when you divided by x on both sides, you fucked up. You would have also had to divide 15y and 17 by x also.

To keep both sides of the equation equal, you have to divide both sides by the same thing. You can't divide different terms by something, it must be the whole.
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