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Posted 2004-11-19, 02:31 PM in reply to Shining Knights's post starting "It matters not whether you win or lose;..."
Shinto Katana said:
well, my friend has said, if cant be done any other way. And i would LOVE to prove him wrong. And who knows, maybe if by finding another way will solve something else.
It can be done by matrices, let me go dig up my algebra notebook because I seem to have forgotten how..

Ah nevermind I remembered:

Code:
 So x+y=3 and 2x+y=5. Matrix is 
[1 1 3]
[2 1 5]    now mR1(-2)+R2 (multiply row 1 by -2 {the inverse of 2} and add the results to row 2) You end up with:

[1 1 3]
[0 -1 -1]   now mR2(1) + R1, you get:

[1 0 2]
[0 -1 -1]   now mR2(-1) to get:

[1 0 2]
[0 1 1]

Row 1: x=2
Row 2: y=1

Done.
This is just one of the matrix methods I learned. A couple are easier, one is a bitch load harder. Also, you can do this on your calculator in 3 seconds.

Last edited by Xenn; 2004-11-19 at 02:39 PM.
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Xenn shows clear signs of ignorance and confidence; the two things needed to succeed in lifeXenn shows clear signs of ignorance and confidence; the two things needed to succeed in life
 
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