By Kardi Teknomo, PhD .
LinearAlgebra

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A linear system matrix range can be thought as a linear transformation of a vector matrix range in matrix range dimensional space into vector matrix range in matrix range dimensional space. The solution space matrix range of a non-homogeneous system of equations matrix range is called the range of matrix matrix range and the dimension of the range of matrix matrix range is called the rank of matrix range symbolizes as matrix range .

The dimension of the range and the null space of a matrix are related through fundamental relationship matrix range . Where matrix range is the number of original unknowns.

See also : rank through RREF , matrix rank , matrix nullity and null space , solving system linear equations

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