Chapter 10: Q3P (page 505)
As we did in (3.3) , show that the contracted tensor is a first-rank tensor, that is, a vector.
Short Answer
Answer
The equation has been proven.
Chapter 10: Q3P (page 505)
As we did in (3.3) , show that the contracted tensor is a first-rank tensor, that is, a vector.
Answer
The equation has been proven.
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Get started for freeWrite the transformation equations to show that is a pseudo vector if Vis a vector. Hint:See equations (5.13), (6.2), and (6.3).
In equation , find whether is a vector or a pseudovector assuming
(a) A, B, C are all vectors
(b) A, B, C are all pseudovectors
(c) A is a vector and B and C are pseudovectors.
Hint: Count up the number of det A factors from pseudovectors and cross products.
Bipolar.
Do Problem 5 for the coordinate systems indicated in Problems 10 to 13. Parabolic.
Parabolic.
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