help! algebra problemquestion: Let V= n dimention colunm vector space . prove that every subspace W of V is the space of solutions of some system of homegeneous linear equations AX=0

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help! algebra problemquestion: Let V= n dimention colunm vector space . prove that every subspace W of V is the space of solutions of some system of homegeneous linear equations AX=0

help! algebra problemquestion: Let V= n dimention colunm vector space . prove that every subspace W of V is the space of solutions of some system of homegeneous linear equations AX=0
help! algebra problem
question: Let V= n dimention colunm vector space . prove that every subspace W of V is the space of solutions of some system of homegeneous linear equations AX=0

help! algebra problemquestion: Let V= n dimention colunm vector space . prove that every subspace W of V is the space of solutions of some system of homegeneous linear equations AX=0
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l am a chinese student,
so l don't understand
espially some terms.
Not wasting the marks,please make my answer the best

Isn't it obvious?

如果你不懂中文，下面的翻译可以不看。
问题：已知V=n维列向量空间。证明每一个V的子空间W是齐次线性方程AX=0的某些系统的解空间。
此题会翻译，但是看不懂，没有思路。哪位高人来做一下。
顺便说一下，你打错字了，是homogeneous,齐次的，而不是homegeneous...

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如果你不懂中文，下面的翻译可以不看。
问题：已知V=n维列向量空间。证明每一个V的子空间W是齐次线性方程AX=0的某些系统的解空间。
此题会翻译，但是看不懂，没有思路。哪位高人来做一下。
顺便说一下，你打错字了，是homogeneous,齐次的，而不是homegeneous

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