. 26- Show that if the magnitude of a vector A is constant then A dà dt = 0. (Hint: A A = A²)

Physics for Scientists and Engineers: Foundations and Connections
1st Edition
ISBN:9781133939146
Author:Katz, Debora M.
Publisher:Katz, Debora M.
Chapter3: Vectors
Section: Chapter Questions
Problem 11PQ
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Q4- Given three vectors A = − 1 + ]- k, B = 2 ỉ + 3j − k and Ĉ = ỉ + j.
a/ Find Ả × B, B xÃ, (Ả×B)×C and Ả × (B x C). Conclude.
and B.
b/ Find the unit vector perpendicular to Ả
Transcribed Image Text:Q4- Given three vectors A = − 1 + ]- k, B = 2 ỉ + 3j − k and Ĉ = ỉ + j. a/ Find Ả × B, B xÃ, (Ả×B)×C and Ả × (B x C). Conclude. and B. b/ Find the unit vector perpendicular to Ả
Q4- Given three vectors A = − 1 + ]- k, B = 2 ỉ + 3j − k and Ĉ = ỉ + j.
a/ Find Ả × B, B xÃ, (Ả×B)×C and Ả × (B x C). Conclude.
and B.
b/ Find the unit vector perpendicular to Ả
Transcribed Image Text:Q4- Given three vectors A = − 1 + ]- k, B = 2 ỉ + 3j − k and Ĉ = ỉ + j. a/ Find Ả × B, B xÃ, (Ả×B)×C and Ả × (B x C). Conclude. and B. b/ Find the unit vector perpendicular to Ả
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