In the ring of integers, find a positive integer a such
Chapter 14, Problem 11E(choose chapter or problem)
In the ring of integers, find a positive integer \(a\) such that
\(\begin{array}{l}\text{a. } \langle a\rangle=\langle 2\rangle+\langle 3\rangle \text{.}\\ \text{b. } \langle a\rangle=\langle 6\rangle+\langle 8\rangle \text{.}\\ \text{c. } \langle a\rangle=\langle m\rangle+\langle n\rangle \text{.}\end{array}\)
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