Can anyone tell me how find the least positive residue of
2^(Pi)10^24(mod17)
or
2^314592653589793238462643383279502884197169399375 10020(mod17)
using Fermat's Little theorem?
Thanks for the response! im new to this forum so I cant quite figure out how to put all the symbols and stuff into place!
I still don't get it tho...I mean I get Fermat's Little Theorem, but I dont get how this helps solve for the Least Positive Residue?