Given a n-dimensional vector group {a, a, ..., an}, show that the sufficient and necessary condition...

 

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Given a n-dimensional vector group {a, a, ..., an}, show that the sufficient and necessary condition for its linear independence: any n-dimensional vector can be , an}, i.e., p = x + x + +xnn. ...) represented as a linear combination of {a, a2, Given a n-dimensional vector group {a, a, ..., an}, show that the sufficient and necessary condition for its linear independence: any n-dimensional vector can be , an}, i.e., p = x + x + +xnn. ...) represented as a linear combination of {a, a2,

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solution The sufficient and necessary condition for the linear independence of an ndimensional vector group a1 a2 an is that any ndimensional vector c... View the full answer