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#1 2007-10-25 18:53:30

woopypooky2
Guest

simple matrice invert

A = 2 3 -4          M =  1 -10 -7
      1  2  3                -7 10 -11
      3 -1 -1                17 10  1

cof A = 1 10 -7
           7  10  11
           17 10  11
           17 -10 1               

adj A = (Cof A)T and so on.....

Above are some example to get A-¹ from A.

the question is how  to get M from A.
At start, i was only given A, how to get M.

#2 2007-10-26 00:08:29

woopypooky2
Guest

Re: simple matrice invert

hello does anyone know?

#3 2007-10-26 01:01:56

TheDude
Member
Registered: 2007-10-23
Posts: 361

Re: simple matrice invert

Your cofactor(A) doesn't look correct to me.  I'm not great with matrices, but I think this is the cofactor:

Cofactor(A) = 1  -10  -7
                    -7   10  -11
                    17   10  1
= M

I think this is how you get to M from A.


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#4 2007-10-26 01:46:52

woopypooky2
Guest

Re: simple matrice invert

thank you very much dude.

So how do i get cofactor(A) from A?

#5 2007-10-26 02:04:16

TheDude
Member
Registered: 2007-10-23
Posts: 361

Re: simple matrice invert

Like I said, I'm not good with matrices, so I had to use this Wikipedia page: http://en.wikipedia.org/wiki/Cofactor_%28linear_algebra%29


Cofactor(A) =


is equal to the determinant of the matrix you get when you eliminate the
row and the
column of A.

For example:

I leave the rest to you.

Last edited by TheDude (2007-10-26 02:15:13)


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#6 2007-10-26 02:12:38

woopypooky2
Guest

Re: simple matrice invert

oooo..i got it now, thanks a lot dude. i remember learned it years ago but forgotten already.

#7 2007-10-26 02:14:22

TheDude
Member
Registered: 2007-10-23
Posts: 361

Re: simple matrice invert

You'd be amazed at how quickly you can forget even the simple things.


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#8 2007-10-26 07:36:39

mikau
Member
Registered: 2005-08-22
Posts: 1,504

Re: simple matrice invert

actually i'd say the simplest things are the easiest to forget. While the hard stuff tends to stick. At least i've observed that with myself.


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