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Determine Whether Is a Basis for

Question 3

Multiple Choice

Determine whether Determine whether is a basis for . If it is, write as a linear combination of the vectors in S.? A) S is a basis for and B) S is a basis for and ? C) S is a basis for and D) S is a basis for and E) S is not a basis for is a basis for Determine whether is a basis for . If it is, write as a linear combination of the vectors in S.? A) S is a basis for and B) S is a basis for and ? C) S is a basis for and D) S is a basis for and E) S is not a basis for . If it is, write Determine whether is a basis for . If it is, write as a linear combination of the vectors in S.? A) S is a basis for and B) S is a basis for and ? C) S is a basis for and D) S is a basis for and E) S is not a basis for as a linear combination of the vectors in S.?


A) S is a basis for Determine whether is a basis for . If it is, write as a linear combination of the vectors in S.? A) S is a basis for and B) S is a basis for and ? C) S is a basis for and D) S is a basis for and E) S is not a basis for and Determine whether is a basis for . If it is, write as a linear combination of the vectors in S.? A) S is a basis for and B) S is a basis for and ? C) S is a basis for and D) S is a basis for and E) S is not a basis for
B) S is a basis for Determine whether is a basis for . If it is, write as a linear combination of the vectors in S.? A) S is a basis for and B) S is a basis for and ? C) S is a basis for and D) S is a basis for and E) S is not a basis for and ? Determine whether is a basis for . If it is, write as a linear combination of the vectors in S.? A) S is a basis for and B) S is a basis for and ? C) S is a basis for and D) S is a basis for and E) S is not a basis for
C) S is a basis for Determine whether is a basis for . If it is, write as a linear combination of the vectors in S.? A) S is a basis for and B) S is a basis for and ? C) S is a basis for and D) S is a basis for and E) S is not a basis for and Determine whether is a basis for . If it is, write as a linear combination of the vectors in S.? A) S is a basis for and B) S is a basis for and ? C) S is a basis for and D) S is a basis for and E) S is not a basis for
D) S is a basis for Determine whether is a basis for . If it is, write as a linear combination of the vectors in S.? A) S is a basis for and B) S is a basis for and ? C) S is a basis for and D) S is a basis for and E) S is not a basis for and Determine whether is a basis for . If it is, write as a linear combination of the vectors in S.? A) S is a basis for and B) S is a basis for and ? C) S is a basis for and D) S is a basis for and E) S is not a basis for
E) S is not a basis for Determine whether is a basis for . If it is, write as a linear combination of the vectors in S.? A) S is a basis for and B) S is a basis for and ? C) S is a basis for and D) S is a basis for and E) S is not a basis for

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