When we should use K-C theorem?
and when we can use different methods like Gauss method?
For example we have 3x4 matrix with parameter a:
1 a 3 | a
a 2 3 | 1
-1 a 2 | a+1
should we use K-C here?
When we should use K-C theorem?
and when we can use different methods like Gauss method?
For example we have 3x4 matrix with parameter a:
1 a 3 | a
a 2 3 | 1
-1 a 2 | a+1
should we use K-C here?
Of course we could, but i find Cramer's Rule more useful in this case. Compute the determinant to determine when the system is definite or not.