Algoritmo di Euclide, identità di Bezout, equazioni diofantee, equazioni congruenziali

In this lesson, we'll see how to solve Diophantine equations and first-degree congruential equations using Euclid's algorithm and Bezout's identity. ERRATA CORRIGE: At 11:11 and 11:50, the term to be added to the particular solution is 11t, not 12t. Therefore, the general solution will be x = 12 + 11t. 00:00 Euclid's Algorithm 02:31 Bezout's Identity 03:04 Solved Example: Euclid's Algorithm and Bezout's Identity 06:50 First-degree Diophantine Equations 08:27 Solved Examples: Solving Diophantine Equations 11:57 Summary Diagram: Solving Diophantine Equations 12:58 Solving Linear Congruences 14:28 Solved Example: Solving a Congruential Equation 15:56 Other Ways to Solve a Congruential Equation 16:28 Unsolved Exercises Enjoy the lesson and... SUBSCRIBE ;)! Don't miss any lessons, subscribe ;)!    / @hakunamathata_channel   Info and contact: [email protected] See also: Lesson on Euclidean division and congruences:    • Congruenze e aritmetica modulare | Hakuna ...   Lesson on the GCD:    • Massimo comun divisore e minimo comune mul...   #mathematics #arithmetic #algebra #calculus #geometry #combinatorics #combinatorics_and_mathematical_induction #probability #probability #school #university #science #mathematicalanalysis #scientific popularization #mathematicslessons #mathematicsexercises #HakunaMATH-ata #logic #calculus #calculation #hakunamath #integral #integration #differentiation #differential #function #math #maths #mathematics