what is the relation between the rref and the inverse of a matrix?
i have that A matrix A of size (n,n) is invertible, if there is a matrix B such that AB=In=BA. In this case, B is called the inverse and is denoted A-1.
what does it mean when one matrix has an inverse and rref and the other does NOT have an inverse but has an rref??
also, how does the rref and the inverse relate to the det??
i have that A matrix A of size (n,n) is invertible, if there is a matrix B such that AB=In=BA. In this case, B is called the inverse and is denoted A-1.
what does it mean when one matrix has an inverse and rref and the other does NOT have an inverse but has an rref??
also, how does the rref and the inverse relate to the det??