I want to check if a generator of $Z^*_m$ has the same degree in $Z^*_m /$ < p > (quotient group).

Is there any way to do that?

1 | initial version |

I want to check if a generator of $Z^*_m$ has the same degree in $Z^*_m /$ < p > (quotient group).

Is there any way to do that?

I want to check if a generator of ~~$Z^~~$ Z^* _m$ _m $ has the same degree in $Z^$ Z^*_m

Is there any way to do ~~that? ~~that?

I want to check if a generator of ~~$ Z^~~$Z^* _m $ _m$ has the same degree in $ Z^$Z^*_m

Is there any way to do that?

I want to check if a generator of ~~$Z^~~Z^* _m$ _m has the same degree in $Z^Z^*_m

Is there any way to do that?

I want to check if a generator of Z^*_m has the same degree in Z^*_m / < p > (quotient group).

Is there any way to do that?

I want to check if a generator of ~~Z^~~*_m **Z^star_m has the same degree in Z^*_m Z^star_m / < p > (quotient group).

Is there any way to do that?

I want to check if a generator of ~~Z^star_m ~~$\mathbb{Z}^\star_m$ has the same degree in ~~Z^star_m ~~$\mathbb{Z}^\star_m / ~~ < ~~\langle p ~~> ~~\rangle$ (quotient group).

Is there any way to do that?

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