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): If v1, U2 are 2 vectors in a vector space V such that 0 = 401 - 2v2. Then{v, U2} are linearly dependent. Select one: O True False ): If v, v1, 02 are 3 vectors in a vector space such that v-9v1- 302 0. Then, u belongs to span{v, 02}. Select one: O True O False

): If v1, U2 are 2 vectors in a vector space V such that 0 = 401 - 2v2. Then{v, U2} are linearly dependent. Select one: O True False ): If v, v1, 02 are 3 vectors in a vector space such that v-9v1- 302 0. Then, u belongs to span{v, 02}. Select one: O True O False

Elementary Linear Algebra (MindTap Course List)
Elementary Linear Algebra (MindTap Course List)
8th Edition
ISBN:9781305658004
Author:Ron Larson
Publisher:Ron Larson
Chapter5: Inner Product Spaces
Section5.CM: Cumulative Review
Problem 24CM
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): If v1, U2 are 2 vectors in a vector space V such that 0 = 401 - 2v2. Then{v, U2} are linearly dependent. Select one: O True False ): If v, v1, 02 are 3 vectors in a vector space such that v-9v1- 302 0. Then, u belongs to span{v, 02}. V Select one: O True O False
Transcribed Image Text:): If v1, U2 are 2 vectors in a vector space V such that 0 = 401 - 2v2. Then{v, U2} are linearly dependent. Select one: O True False ): If v, v1, 02 are 3 vectors in a vector space such that v-9v1- 302 0. Then, u belongs to span{v, 02}. V Select one: O True O False
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