SOLVED: (a) State, with justification, whether each of the following is true: (i) The set of all complex numbers z where u, v, and w are primitive cube roots of unity. (ii)
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SOLVED: (a) Let 3Z denote the set of all multiples of 3. In other words, 3c/c ∈ Z. Define multiplication and addition on 3Z as in the integers. Show that 3Z is
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