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Old 05-20-2008, 02:57 AM   #1 (permalink)
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Default Stress over math problems for the last 3 hours.

Seriously, I feel very stupid. I've been stressing over five problems for the past three hours. I even tried googling the topics and notes but nothing seems to help.


So the topic is Rational Expressions, I have to solve them.


All I need is one-two prime examples and then I can finally do the last few.

1/c + 1/3c = 2/3

&

y squared - 2 / y squared - 16 = y - 2 / y - 4



Any help is appreciated and will lessen the stress.
Math isn't my strong point...
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Old 05-20-2008, 02:58 AM   #2 (permalink)
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Is this being graded? If not just write shit down.


Other then that I have no idea since I'm in middle school.
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Old 05-20-2008, 03:00 AM   #3 (permalink)
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Last time I had a problem I couldn't solve I used my penis to puncture a hole in the paper where the problem was.

Therefore destroying the problem.

I showed my male superiority.

(thread has been destroyed by kn7ght)

Last edited by Kn7ghT; 05-20-2008 at 03:14 AM.
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Old 05-20-2008, 03:23 AM   #4 (permalink)
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Kn7ght. You're hilarious mister. No more out of you tonight or I'll have to punish you.

Jakuza, I'm not in Algebra at the moment so I've yet to learn this. However, I just used some logical thinking and figured out the first one. I'm currently doing the second one, and if I figure it out I'll be sure to give you the answer. Anyway, here is how I did the first one.

Starting problem:

1/C + 1/3C = 2/3
1/C(1/1 + 1/3) = 2/3 Factor out the 1/C (Distributive Property)
(1/1 + 1/3) = 2C/3 Multiply both sides by 'C' to try and isolate 'C'.
3(1/1 + 1/3) = 2C Multiply both sides by '3'
3/1 + 3/3 = 2C Distributive property to simplify
3 + 1 = 2C Simplify
4 = 2C Simplify
2 = C Isolate 'C'


I'll try and get the other one later. Hope I've helped.
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Old 05-20-2008, 03:24 AM   #5 (permalink)
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((y^2)-2)/((y^2)-16)=(y-2)/(y-4)

Factor the (y^2)-16 into (y-4)(y+4), then cancel the y+4 with the other y+4 on the other side of the equation. Cross multiply to get:

(y+4)(y-2)=(y^2)-2

Multiply the (y+4)(y-2) to get ((y^2)+2y-8)=(y^2)-2

The two y^2 cancels each other out.

2y-8=-2, add the 8 on to the other side to get: 2y=6, divide by 2, y=3
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Old 05-20-2008, 03:26 AM   #6 (permalink)
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Quote:
Originally Posted by ARandomGuy View Post
((y^2)-2)/((y^2)-16)=(y-2)/(y-4)

Factor the (y^2)-16 into (y-4)(y+4), then cancel the y+4 with the other y+4 on the other side of the equation. Cross multiply to get:

(y+4)(y-2)=(y^2)-2

Multiply the (y+4)(y-2) to get ((y^2)+2y-8)=(y^2)-2

The two y^2 cancels each other out.

2y-8=-2, add the 8 on to the other side to get: 2y=6, divide by 2, y=3
LOL WRONG owned!
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Old 05-20-2008, 03:27 AM   #7 (permalink)
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Dang. I was too slow. I also got the second one. Ask if you need me to explain it.

@PugsPwn: What are you talking about? The answer is correct. Plug it into the equation again and you'll end up with -7/7 = -1/1
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Old 05-20-2008, 03:28 AM   #8 (permalink)
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Lets see who comes out as a smart person, the winner gets to help me with homework for a month. Is this seriously gonna be checked though? My teach never check what I actually do.
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Old 05-20-2008, 03:29 AM   #9 (permalink)
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Oh, you guys are good. Let me write this down and take time to process it through this brain of mine.
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Old 05-20-2008, 03:30 AM   #10 (permalink)
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Quote:
Originally Posted by Piggy-Bank View Post
Dang. I was too slow. I also got the second one. Ask if you need me to explain it.

@PugsPwn: What are you talking about? The answer is correct. Plug it into the equation again and you'll end up with -7/7 = -1/1
Oh yeah sorry @_@
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