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Mathematics, 21.08.2019 05:10 lwattsstudent
Consider the real vector space v = r 4 . for each of the following five statements, provide either a proof or a counterexample. (a) dim v = 4. (b) span((1, 1, 0, , 1, 1, , 0, 1, 1)) = v . (c) the list ((1, β1, 0, , 1, β1, , 0, 1, ββ1, 0, 0, 1)) is linearly independent. (d) every list of four vectors v1, . . , v4 β v , such that span(v1, . . , v4) = v , is linearly independent. (ι‘΅η 61).
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Consider the real vector space v = r 4 . for each of the following five statements, provide either a...
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