A solution $0 $x^2(x+2)\equiv1\pmod{29}$ How would one solve for $x$ in this case? (Writing the factored polynomial in standard form would be a good way to start but where do you go from there?) Please show work and steps just like in algebra. Thanks for your help.
Solving modular equations with modulus fixed
0
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elementary-number-theory
modular-arithmetic
modular-forms
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0$x^2(x+2)-1=(x+1)\left(x^2+x-1\right)$ – 2017-02-04
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0i have found $$5,23,28$$ – 2017-02-04