Given that vectors u=(5,2) and w=(4,3), write v=(17,7) as a linear combination of u and w, if possib
Question: Given that vectors \[u=\left( 5,2 \right)\] and \[w=\left( 4,3 \right)\], write \[v=\left( 17,7 \right)\] as a linear combination of u and w, if possible.
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[Solved] Let {u_1}=(3,3,6), {u_2}=(4,4,3) and {u_3}=(6,3,3), write v=(41,5,12) as a linear combination { {u_1 #24869
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Solution: Find an equation of variation in which y varies inversely as x and y = 20 when x =0.5. Then fin #7133
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(See Solution) Find the canonical representation for 111. #4879
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[Solution] Prove that {1^3}+{2^3}+....+{n^3}={{(1+2+...+n)}^2} #23612
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