Let be a linearly independent subset of a vector space over . Determine all scalars with which is linearly independent. Attempt so far If is linearly independent, then for And consider How do I prove linear independence from here?
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Originally Posted by I-Think Let be a linearly independent subset of a vector space over . Determine all scalars with which is linearly independent. Attempt so far If is linearly independent, then for And consider How do I prove linear independence from here? Hint: consider the determinant of the matrix Why does this help?
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