The set S={ (26,39),(2,3),(4,6) } is linearly dependent. Express the first vector as a linear combin
Question: The set \[S=\left\{ (26,39),\left( 2,3 \right),\left( 4,6 \right) \right\}\] is linearly dependent. Express the first vector as a linear combination of the other two vectors.
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Solution Format: Word Document
Solution Format: Word Document
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[Solution] Explain why S={ (2,1,3),(2,1,3),(8,4,12) } is not a basis for R^3. #24882
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[Solved] For each of the vectors (3, 4), (6, 0), (1, 1, 1) and (-1, 2, -3) find (a) The vector of length 1 wh #7889
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(See Solution) Simplify and write the answer without negative exponents: {{((7{{k}^{-3})/({m)^{2}}}{{{k}^{6}}{{m #7825
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