?Nonzero vectors u and v are called collinear if there exists a nonzero scalar
Chapter 2, Problem 208(choose chapter or problem)
Nonzero vectors u and v are called collinear if there exists a nonzero scalar \(\alpha\) such that \(\mathbf{v}=\alpha \mathbf{u}\). Show that vectors \(\overrightarrow{A B}\) and \(\overrightarrow{A C}\) are collinear, where A(4, 1, 0), B(6, 5, −2), and C(5, 3, −1).
Text Transcription:
alpha
v = alpha u
overrightarrow AB
overrightarrow AC
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