Unformatted text preview: b )( k ) = k1 for all k ∈ K and let G = K o φ H . Prove that G has presentation h x , y  x 6 = y 4 = 1 , yxy1 = x1 i . (4 points) (1 problem, 4 points altogether)...
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 Fall '07
 PALinnell
 Math, Algebra, Isomorphism, Generating set of a group, Cyclic group

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