(2 Let vị = ( 2),v2 = (2),v3 = ( 1 ) of the vector space R³. (2a) Does the vector v = | 6 belong to Span{v1, v2, V3}? If it does, write v as a linear combination of the vectors v,, v2, and v3. (2b)...

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(2<br>Let vị = ( 2),v2 = (2),v3 = ( 1 ) of the vector space R³.<br>(2a) Does the vector v = | 6 belong to Span{v1, v2, V3}? If it does, write v as a linear<br>combination of the vectors v,, v2, and v3.<br>(2b) Are the vectors v,, v2, and v3 linearly dependent or independent?<br>

Extracted text: (2 Let vị = ( 2),v2 = (2),v3 = ( 1 ) of the vector space R³. (2a) Does the vector v = | 6 belong to Span{v1, v2, V3}? If it does, write v as a linear combination of the vectors v,, v2, and v3. (2b) Are the vectors v,, v2, and v3 linearly dependent or independent?

Jun 11, 2022

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(2 Let vị = ( 2),v2 = (2),v3 = ( 1 ) of the vector space R³. (2a) Does the vector v = | 6 belong to Span{v1, v2, V3}? If it does, write v as a linear combination of the vectors v,, v2, and v3. (2b)...

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