- #1
lokofer
- 106
- 0
If a,b,n are integers..how could you solve:
[tex] x^{n}+a=mod(b) [/tex] n>0 and integer..
If possible please put an "step by step" example..i have managed to solve the linear congruence
[tex] ax=bmod(c) [/tex] but i don't know how to solve "upper" congruences..thanks.
[tex] x^{n}+a=mod(b) [/tex] n>0 and integer..
If possible please put an "step by step" example..i have managed to solve the linear congruence
[tex] ax=bmod(c) [/tex] but i don't know how to solve "upper" congruences..thanks.