Last Updated:2025/12/04

When solving linear systems, converting a matrix into column echelon form can reveal dependent columns and simplify back substitution.

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When solving linear systems, converting a matrix into column echelon form can reveal dependent columns and simplify back substitution.

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線形方程式を解く際、行列を転置した行列の行階段形の転置に変換すると、従属する列が明らかになり、後退代入が容易になります。

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