Show that the vectors (1-i,i) and (2,-I+i) in R² are Linearly Dependent over Field but Linearly Inde

Feb 3rd, 2012
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Show that the vectors (1-i,i) and (2,-I+i) in R² are Linearly Dependent over Field but Linearly Independent over R , where i = √-1

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Answer on Question #43816 Math Linear AlgebraShow that the vectors (1-i,i) and (2,-I+i) in R are Linearly Dependent over Field but LinearlyIndependent over R , where i = -1Solution.There are several inaccuracies in the condition. The first one vectors (1-i,i) and (2,-I+i) do not bel

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