Uploaded July 2021 | Updated September 2026, 6 hours ago
We use Fermat's Little Theorem to find all primes p and q such that 3p^1-2q^(p-1) = 19. This question is from the 2014 Ukrainian Math Olympiad.
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We use Fermat's Little Theorem to find all primes p and q such that 3p^1-2q^(p-1) = 19. This question is from the 2014 Ukrainian Math Olympiad.
Subscribe ✅
youtube.com/c/DrWeselcouch
Reddit 👽
reddit.com/user/CoffeeAndCalcWithDrW
Discord 🎮
COMING SOON!
PLAYLISTS 🎵 :
Number Theory Problems: youtube.com/playlist?list=PLscpLh9rN1RfOeiBA6o4YSXtAWF3-3_AT
Multivariable Calculus Problems: youtube.com/playlist?list=PLscpLh9rN1RcdbQLLvRItUxOMRKnbDJaw
Calculus 2 Problems: youtube.com/playlist?list=PLscpLh9rN1RcqIZyidbChYLuMAdZhhEwN
Math and Minecraft: youtube.com/playlist?list=PLscpLh9rN1Rf-dqLO4r3GAwvm1O_xL7D1
Combinatorics Problems: youtube.com/playlist?list=PLscpLh9rN1RfNzyUsA_KzsfQ_k1AR9Ebs
Geometry Problems: youtube.com/playlist?list=PLscpLh9rN1RdFKjA3-vvTL_xG6s3YxB6r
Calculus Problems: youtube.com/playlist?list=PLscpLh9rN1Rcv3XYXq5Z0oXMEOVL-aocI
Linear Algebra Problems: youtube.com/playlist?list=PLscpLh9rN1Rfo0ifw9RZFoJ2Te2jk_pwX
Statistics Problems: youtube.com/playlist?list=PLscpLh9rN1RexwCjV9_1RmfluCTv5HKe1










