Write down the Lorentz transformation rule for an arbitrary ((3,2)) tensor (A^{mu u ho}{ }_{sigma tau}). Hence

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Write down the Lorentz transformation rule for an arbitrary \((3,2)\) tensor \(A^{\mu u ho}{ }_{\sigma \tau}\). Hence show that any double contraction of this tensor leads to a contravariant vector, i.e., to a \((1,0)\) tensor.

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