What is the use of Fermat little theorem here ? could it be done just by using modular exponentiation ?
Thanks bro.
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Since 1=a0 for any a, we could say that a^x=a^x(modpâ1)(modp).
I am trying but not able to figure out how the statement comes out of Fermatâs little theorem and the fact that a raised to 0 becomes 1.
Can someone please elaborate?
Try 3-tower coloring question of hackerrank and read its editorial.
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For people having difficulty in understanding why we mod the power with (m-1) :
This is a very neat proof.
Please upvote if I helped so that I can qualify to upvote others. :))
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@ritam777
During the contest, I was trying to do this but could not. Thank you so much as I now understand it :))
Sorry I am not qualifed to upvote otherwise I would have.
Why do subset or subsequence doesnât matter?