(a) Consider a first rank contravariant tensor T“, show that its derivative with respect to xg is not tensor (b) Prove that derivative of T" with respect to xf is 1 or 0 if ß = a, B + a
(a) Consider a first rank contravariant tensor T“, show that its derivative with respect to xg is not tensor (b) Prove that derivative of T" with respect to xf is 1 or 0 if ß = a, B + a
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![(a) Consider a first rank contravariant tensor T“, show that its derivative with respect to xg is not a
tensor
(b) Prove that derivative of T" with respect to xf is 1 or 0 if ß = a, B + a](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F08c32883-01b9-42cc-b04d-4008cc9eb2f0%2F56b5a75d-414c-47c9-8f75-1caa365a9135%2F8wv0to_processed.jpeg&w=3840&q=75)
Transcribed Image Text:(a) Consider a first rank contravariant tensor T“, show that its derivative with respect to xg is not a
tensor
(b) Prove that derivative of T" with respect to xf is 1 or 0 if ß = a, B + a
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