The 'visual' proof of Fermat 's theorem contained the corollary that a P = a mod p
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The 'visual' proof of Fermat 's theorem contained the corollary that aP =
a mod p for all a and all primes p. Use this to show that a25 = a mod 195 for all a. (Note that 195 is not prime.)
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Ashwani Prasad
I had pursued B.E. in Chemical Engineering in 2018. I have worked as a Junior Engineer in the chemical industry. So, I know theoretical as well as the practical aspect of an engineering problem. I am keenly interested in Chemical process calculations, chemical reaction engineering and chemical technology.
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Related Book For 
Error Correcting Codes A Mathematical Introduction
ISBN: 978-0412786907
1st Edition
Authors: D J. Baylis
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