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09-07-2008, 03:43 AM
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#4 (permalink) | |
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The Aviator
Join Date: Mar 2004
Location: In Texas but travel most every weekend cause I hate Texas
Posts: 164
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Quote:
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09-07-2008, 07:11 AM
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#5 (permalink) |
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Eye/Hear/Speech Impaired
 
Join Date: May 2006
Location: Tallahassee, FL 32310
Posts: 1,077
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Solve for x: y = 2x + 3
y - 3 = 2x (y - 3)/2 = 2x/2 (y - 3)/2 = x Switch around and you get: x = (y - 3)/2 ...even though it's still the same. Heh heh... Solve for q: r = (s - 1)/(1 + q) r(1 + q) = (s - 1)/(1 + q)*(1 + q) r + rq = s - 1 rq = s - r - 1 q = (s - r - 1)/r Well, let's see if I can convert my answer back to r to check... q = (s - r - 1)/r r(q) = (s - r - 1)/r*r rq = s - r - 1 r + rq = s - 1 r(1 + q) = s - 1 r(1 + q)/(1 + q) = (s - 1)/(1 + q) r = (s - 1)/(1 + q) Okay, that's enough. I'm done! 
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