Which of the following equations correctly evaluates the scalar triple product of three Cartesian vectors R, S, and T?

College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
Chapter1: Units, Trigonometry. And Vectors
Section: Chapter Questions
Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...
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Part A - Finding the scalar triple product
Which of the following equations correctly evaluates the scalar triple product of three Cartesian vectors R, S, and T?
► View Available Hint(s)
R. S× T = Rx (SyTz – SzTy) – Ry(SxTz − SzTx) + Rz(SxTy – SyTx)
R.SXT= R(SyTz – SzTy) + Ry (SxTz − SzTx) + Rz(SxTy — SyTx)
ⒸR.SXT= Rz (SyTz - S₂Ty) i+ Ry(SzT₂ — S₂Tz)j + R₂(SzTy – SyTz) k
OR.SXT= R(ST₂ – S₂T₂) i- Ry(SzTz — S₂Tz)j + R₂(SzTy − SyTz) k
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Transcribed Image Text:Part A - Finding the scalar triple product Which of the following equations correctly evaluates the scalar triple product of three Cartesian vectors R, S, and T? ► View Available Hint(s) R. S× T = Rx (SyTz – SzTy) – Ry(SxTz − SzTx) + Rz(SxTy – SyTx) R.SXT= R(SyTz – SzTy) + Ry (SxTz − SzTx) + Rz(SxTy — SyTx) ⒸR.SXT= Rz (SyTz - S₂Ty) i+ Ry(SzT₂ — S₂Tz)j + R₂(SzTy – SyTz) k OR.SXT= R(ST₂ – S₂T₂) i- Ry(SzTz — S₂Tz)j + R₂(SzTy − SyTz) k - -
x
У1
N
B
Transcribed Image Text:x У1 N B
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