?Let u and v be two nonzero vectors that are nonequivalent. Consider the vectors a = 2u
Chapter 2, Problem 20(choose chapter or problem)
Let u and v be two nonzero vectors that are nonequivalent. Consider the vectors a = 2u − 4v and b = 3u − 7v defined in terms of u and v. Find the scalars \(\alpha\) and \(\beta\) such that vectors \(\alpha \mathbf{a}+\beta \mathbf{b}\) and u − v are equivalent.
Text Transcription:
alpha a + beta b
alpha
beta
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