![What is the link between the quotient and the Bézout coefficients in the Extended Euclidean Algorithm? - Mathematics Stack Exchange What is the link between the quotient and the Bézout coefficients in the Extended Euclidean Algorithm? - Mathematics Stack Exchange](https://i.stack.imgur.com/UiQ2m.png)
What is the link between the quotient and the Bézout coefficients in the Extended Euclidean Algorithm? - Mathematics Stack Exchange
![elementary number theory - Understanding usage of Bezout's identity in proof of $a^x\equiv b^x, a^y\equiv b^y\pmod{m}\implies a^{\gcd(x,y)}\equiv b^{\gcd(x,y)}\pmod{m}$ - Mathematics Stack Exchange elementary number theory - Understanding usage of Bezout's identity in proof of $a^x\equiv b^x, a^y\equiv b^y\pmod{m}\implies a^{\gcd(x,y)}\equiv b^{\gcd(x,y)}\pmod{m}$ - Mathematics Stack Exchange](https://i.stack.imgur.com/UAjWu.png)
elementary number theory - Understanding usage of Bezout's identity in proof of $a^x\equiv b^x, a^y\equiv b^y\pmod{m}\implies a^{\gcd(x,y)}\equiv b^{\gcd(x,y)}\pmod{m}$ - Mathematics Stack Exchange
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![SOLVED: Our goal is to calculate gcd(91,119). The GCD of 91 and 119 is By Bezout's theorem we know that this gcd can be written as a*91 b*119 where a and b SOLVED: Our goal is to calculate gcd(91,119). The GCD of 91 and 119 is By Bezout's theorem we know that this gcd can be written as a*91 b*119 where a and b](https://cdn.numerade.com/ask_images/9897e655b8d443b9b5108c32800427ed.jpg)
SOLVED: Our goal is to calculate gcd(91,119). The GCD of 91 and 119 is By Bezout's theorem we know that this gcd can be written as a*91 b*119 where a and b
![number theory - Bezout's Identity proof and the Extended Euclidean Algorithm - Mathematics Stack Exchange number theory - Bezout's Identity proof and the Extended Euclidean Algorithm - Mathematics Stack Exchange](https://i.stack.imgur.com/gJmkI.png)