09-07-2009, 02:06 PM | #1 |
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Math people in here, Complex Linear Algebra
Alright, so its been a while since I've taken this stuff, but wanted some quick help if anyone remembered off the top of their head.
Solving augmented matrices with the complex numbers (i) trying to figure out if these two matrices A and B are equivalent. A: (2+i)x1 - x2 = 1 x1+ix2 =i this can be expressed as: [2+i -1 | 1] [1 i | i ] B: [1+2i -i | 2+i ] [2+2i -2 | 0] thanks in advance. easy I know, but I forgot how to do the row elem operations... ![]() |
09-07-2009, 03:18 PM | #5 |
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09-07-2009, 03:40 PM | #7 |
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I can't believe you have nothing better to do than sit in a forum on Labor Day... oh wait, I'm here too
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09-07-2009, 04:34 PM | #10 |
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09-07-2009, 04:55 PM | #11 |
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09-07-2009, 06:21 PM | #12 |
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09-07-2009, 08:29 PM | #17 |
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09-08-2009, 12:45 PM | #22 |
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y=mx+b or a2+b2=c2
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