Question

Find the dimensions of the null space and the column space of the given matrix

Answer 1

Find the dimensions of the null space

– a basis for Col(A) is given by the columns corresponding to the leading 1's in the row reduced form of A. The dimension of the Null Space of a matrix is called the ”nullity” of the matrix. f(rx + sy) = rf(x) + sf(y), for all x,y ∈ V and r,s ∈ R.

Answer 2

Answer:

$000 \\ 000 \\ 000 \:$

row and column are zero matrix is called null matrix. given for example uper.esko vellycolum bract se band KR dena h.