Part a Suppose ( phi: D_{6} rightarrow D_{3} ) is an onto homomorphism. Determine the elements of ker ( phi ) and prove your answer. Part b Draw a picture to illustrate the key idea in your proof in Part a. Part c State, but do not prove, a generalization of Part a.

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Part a Suppose  (  phi: D_{6}  rightarrow D_{3}  ) is an onto homomorphism. Determine the elements of ker  (  phi  ) and prove your answer. Part b Draw a picture to illustrate the key idea in your proof in Part a. Part c State, but do not prove, a generalization of Part a.

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(Solved): Part a Suppose \( \phi: D_{6} \rightarrow D_{3} \) is an onto homomorphism. Determine the ...

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