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(6)(20 points) (a) Let G be a cyclic group of order 72. Prove that for every...

(6)(20 points) (a) Let G be a cyclic group of order 72. Prove that for every divisor d of a there is a subgroup of G having o

(6)(20 points) (a) Let G be a cyclic group of order 72. Prove that for every divisor d of a there is a subgroup of G having order d. (b) Characterize all factor groups of Zyo.
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G hea ha be the eyelic group of order generator of a ::Gray ocalan ut d ordw d. het du toom then it say is a group of order wAnd we know that order is the smallest pontine integer satisfying this equation, ordera. so ocak ad 14120 His a sub groups of

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(6)(20 points) (a) Let G be a cyclic group of order 72. Prove that for every...
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