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61. Euler's Theorem to simplify Linear congruence 𝐚𝐱≡𝐛(𝐦𝐨𝐝 𝐦)
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Euler's Theorem to simplify Linear congruence 𝐚𝐱≡𝐛(𝐦𝐨𝐝 𝐦)
For Complete Course kindly visit the link below; h
Modular Arithmetic, Number Theory, Calculation of Modulus value, Solving a≡b(mod m), Commutative and Associative low Calculation of GCD by Euclidean algorithm, Greatest Common divisor, Diophantine equation, Inverse Modulus Calculation, The solution of ax≡b(mod m), Chinese Remainder Theorem, CRT, Modular Exponentiation, Distributive low, Little Fermat’s Theorem, Euler Totient Function, Euler's Theorem, Prime Factor, Prime Number Generation, Quadratic Residue, Legendre Symbol, Jacobi Symbol, Extended Euclidean algorithm, ax+by=c, Relative prime Number, Coprime Number, Φ (n), phi of n, Eratosthenes algorithm, Quadratic Residue, Solved Problems, Solved examples
For Complete Course kindly visit the link below; h
Modular Arithmetic, Number Theory, Calculation of Modulus value, Solving a≡b(mod m), Commutative and Associative low Calculation of GCD by Euclidean algorithm, Greatest Common divisor, Diophantine equation, Inverse Modulus Calculation, The solution of ax≡b(mod m), Chinese Remainder Theorem, CRT, Modular Exponentiation, Distributive low, Little Fermat’s Theorem, Euler Totient Function, Euler's Theorem, Prime Factor, Prime Number Generation, Quadratic Residue, Legendre Symbol, Jacobi Symbol, Extended Euclidean algorithm, ax+by=c, Relative prime Number, Coprime Number, Φ (n), phi of n, Eratosthenes algorithm, Quadratic Residue, Solved Problems, Solved examples