# How to find the remainder of : 2^(85)/83 ?

How to find the remainder :

$\frac{{2}^{85}}{83}$
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## admin

This answer was edited.User Fermatt’s theorem which states :

$\frac{{a}^{p\u20131}}{p}$gives remainder 1, when a and p are both coprime numbers.

$\frac{{2}^{82}\times {2}^{3}}{83}$which gives remainder 8.