Last Updated:2025/12/04

To determine whether the set of all polynomials of degree at most n forms a linear subspace, we check closure under addition and scalar multiplication.

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To determine whether the set of all polynomials of degree at most n forms a linear subspace, we check closure under addition and scalar multiplication.

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次数が高々nの全ての多項式の集合が線形部分空間になるかを判断するために、和とスカラー倍に関する閉性を確認します。

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