Question

tensor vector does not have​

Answer 1

Answer:

tensor , vector

Explanation:

vector , tensor

0 rank and 1 rank

Answer 2

Answer:

The notions of vector and scalar from freshman mechanics are distinguished from one another by the fact that one has a direction in space and the other does not. Therefore we expect that area would be a scalar, i.e., a rank-0 tensor. ... We therefore conclude that quantities like area and volume are not tensors.

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