# Answer to Question #23895 in Abstract Algebra for jeremy

Question #23895

Let k be any field of characteristic 3, G = S3 and let V be the kG-module ke1 ⊕ ke2 ⊕ ke3/k(e1 + e2 + e3),

on which G acts by permuting the ei’s. Determine Spank(G) and its Jacobson radical.

on which G acts by permuting the ei’s. Determine Spank(G) and its Jacobson radical.

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