This may sound weird but your question doesn't seem so difficult, nor do I understand it. Let me rephrase your question in a manner that makes sense to me and tell me if it's the same question. It sounds like you've got some terminology mixed up...
Let U and W be subspaces of a vector space V. Prove that if every vector in V belongs to U or W, then U = V or W = V.
Is this right?
It would also help to know what it is you can use. Do you know about vector bases, spanning, and dimensions?
Last edited by KnifeMissile; 03-11-2004 at 05:50 PM..
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