It is known that vectors p = (1 2 3), q = (-4 -4 -6), the basis frame is formed by three orthogonal unit vectors Xo, Yo, and Zo (shown in Fig. 1). Find the inner product and cross product of p and q. What is the angle between p and q? X Zo Yo

Advanced Engineering Mathematics
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Chapter2: Second-order Linear Odes
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It is known that vectors p = (1 2 3), q = (-4 −4 −-6), the basis frame is formed by three
orthogonal unit vectors Xo, Yo, and Zō (shown in Fig. 1). Find the inner product and cross product of p
and q. What is the angle between pand q?
Xe
Za
Fig. 1
LG
Yo
Transcribed Image Text:H It is known that vectors p = (1 2 3), q = (-4 −4 −-6), the basis frame is formed by three orthogonal unit vectors Xo, Yo, and Zō (shown in Fig. 1). Find the inner product and cross product of p and q. What is the angle between pand q? Xe Za Fig. 1 LG Yo
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