Determine the solutions of the system of equations whose matrix is row equivalent to
This has to do with infinite answers and I am not really sure how to go about this problem.
Since the matrix is already in Reduced Row eschelon form and it has two leading ones, this tells us that there will be one parameter in our solution
Since we have one parameter let
the 2nd row tells us we have
and the first row tells us
Now our solution is the vectors are
So the constant vector is your particlular solution and and linear combination with the first will be a solution