How many solutions does the following system of linear equations have?
I think for any set of linear non homogeneous equations two distinct solutions (option B) can never be possible..
@Digvijay Pandey sir, for given this type of equation i.e non-homogeneous eqn, how can I distinguish b/w infinitely many & no solution.
DIFFERENT APPROACH
all the equations are linearly independent. i.e non of the equations can be obtained by multiplying one of equation with a number (this means that no two vectors overlap each other leading to a rank of 3). therefore there will be a unique solution.
Correct me if wrong :)
$2X2$ Minor with Determinant non - zero.
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