It will solve the solution "exactly", but will take a very very long time for large matrices.
Gauss Jordan method will require O(n^3) multiplication/divisions and O(n^3) additions and subtractions.
Gauss seidel in reality you may not know when you have reached a solution. So, you may have to define the difference between succesive iterations as a tolerance for error. But, most of the time GS is much prefured in cases of large matrices.
Mika Seidel's birth name is Mika Nilson Seidel.
Tom Seidel's birth name is Emil Thomas Seidel.
Stan Seidel's birth name is Seidel, Stanford Clarke.
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Amalie Seidel was born in 1876.
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Robert Seidel was born in 1918.
Frederick Seidel was born in 1936.
Heinrich Seidel was born in 1842.
Heinrich Seidel died in 1906.