Are there any resources for questions on primitive roots?

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Resources on primitive roots and the order of a modulo n suitable for an elementary number theory course include standard algebra textbooks and materials that cover topics like encryption, error-correcting codes, and prime tests. While specific examples were not detailed, it was noted that previous discussions may have included relevant suggestions. The inquiry about resources was considered somewhat vague, indicating a need for more precise questions to facilitate better guidance.
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Does anyone know of any resources on questions on primitive roots and order of a modulo n? They need to be suitable for elementary number theory course. (These could be interesting results and challenging ones).
 
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I think I already did in a previous thread: encryptions, error correcting codes, DFFT, prime tests, or any basic algebra textbook. I don't remember details or a certain book, other than standard materials. The question is also very unspecific.
 
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