Question
Consider the following two sets of Euclidean vectors: U = 18 7xy + 2 wz=0 W = X Y Z W 2w+6y=5x - 3z
Consider the following two sets of Euclidean vectors: U = 18 7xy + 2 wz=0 W = X Y Z W 2w+6y=5x - 3z Explain why one of these sets is a subspace of R4 and one is not.
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Elementary Statistics
Authors: Robert R. Johnson, Patricia J. Kuby
11th Edition
978-053873350, 9781133169321, 538733500, 1133169325, 978-0538733502
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