phymatter Messages 131 Reaction score 0 Thread starter Jan 31, 2011 #1 while solving 3 linear equations in 3 variables by cramer's rule if all the determinant's are 0 then what can we conclude?
while solving 3 linear equations in 3 variables by cramer's rule if all the determinant's are 0 then what can we conclude?
abhishek ghos Messages 27 Reaction score 0 Jan 31, 2011 #2 if Ax=b det(A)=0 we get 3 linearly dependent equations, hence you can construct infinite solutions to the equations.
if Ax=b det(A)=0 we get 3 linearly dependent equations, hence you can construct infinite solutions to the equations.