Re: 4x4 matrices using Cramer's Rule
 From: "G Patel" <gaya.patel@xxxxxxxxx>
 Date: 10 Dec 2006 12:23:26 0800
Uinseann wrote:
Anyone got any ideas on how to solve 4x4 matrices by using Cramer's
Rule. I've looked in a multitude of math books and surfed the web for
hours to no avail. I can do a 3x3 no problem but unfortunately I dont
seem to be able to see how to do a 4X4. Any advice that anyone might
be able to offer regarding the problem below would be greatly
appreciated.
13 10 0 0 i1 6
10 13 0 3 X i2 = 10
0 0 18 3 i3 0
0 3 3 6 i4 5
Many thanks,
Uinseann
Do you know how to find the determinant of 4x4 matrices (using
"Laplace's cofactor expansion") ?
.
 FollowUps:
 Re: 4x4 matrices using Cramer's Rule
 From: Uinseann
 Re: 4x4 matrices using Cramer's Rule
 References:
 4x4 matrices using Cramer's Rule
 From: Uinseann
 4x4 matrices using Cramer's Rule
 Prev by Date: Re: Cantor Confusion
 Next by Date: Re: about Euler Quaternion Conversion Software
 Previous by thread: Re: 4x4 matrices using Cramer's Rule
 Next by thread: Re: 4x4 matrices using Cramer's Rule
 Index(es):
Relevant Pages
