Math Question. Determine which of the following matrices are in reduced row-echelon form. Let me draw the matrices.
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I think matrix B has a little problem. The second row 3rd column is a *2* which should be reduced to “ones”... @mhchen what do you think? :)
What math is this?
C also has a problem
Just A
What math is this ?
So apparently the answer is *NO, since in the second column, the leading 1 is not the only none-zero entry*.
Linear algebra
when do you take this?
Can you please Dm me all your inquiry questions?
nvr mind. I am only a freshman (high-school) in pre-calc
ok
Rref is unique and calculators online (and in your ti84) exist just so you know
A also has a problem. The second column can be free but the leading entry in the fourth column shouldn’t be 1. There should be a triangle of zeros above and below the staircase in order that matrix A to be in RREF
O
Ya I'm braindead
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