Question: (a) Suppose that 11 and v are noncollinear vectors with their initial points at the origin in 3-spaci Make a sketch that illustrates how w
(a) Suppose that 11 and v are noncollinear vectors with their initial points at the origin in 3-spaci Make a sketch that illustrates how w = v × (u × v) is oriented in relation to u and v.
(b) For w as in part (a), what can you say about the values of u ∙ w and y ∙ w? Explain your reasoning.
(b) For w as in part (a), what can you say about the values of u ∙ w and y ∙ w? Explain your reasoning.
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a Observe that u v is perpendicular to both u and v and hence to all vectors in the ... View full answer
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