Answer:
Step-by-step explanation:
Given that a linear system has no solution.
If a system of equations is represented by
Ax=B
where A = matrix formed by coefficients and B the constants
Wwhenever A is singular we find that either the system has no solution or infinite solutions.
i.e. whenever there is no solution, we have A singular, i.e. rank of matrix will be definitely less than the number of equations/variables.
