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A set of vectors in R3 spans R3 but is not linearly independent. How many vectors can the set have? < The minimum number of v

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Answer #1

Let set S Given that S of vectors in IR3 spans R² not linearly independent. not linearly independent, basis of R3. since, S sso the number of vectors in bass. is. 3. so the number of vectors in sets is greater than 3. Hence, minimum number of vectors

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