If A=[1 -1 x
1 x 1
x -1 1] is a singular matrix then x=
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» A = [ 1 -1 x ]
| 1 x 1 |
[ x -1 1 ]
Is the singular matrix
» (x + 1) + (1 - x) + x (-1 - x²) = 0
» 2 + -x - x³ = 0
» x³ + x - 2 = 0
Here, (x - 1) is the factor.
» 1 | 1 0 1 -2
| 1 1 2
________
x² + x + 2= 0
» x = ( -1 ± √-7)/2 or x = 1
Are the required values of x.
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