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Representing extended as a modula equation

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#number-theory #euclidean-algorithm
58
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How to make polynomial division agree with Euclidean division when the variable $X$ takes numerical values?

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#euclidean-algorithm
60
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Solution to Diophantine equation $19991112x + 2803y = 33$

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#diophantine-equations #euclidean-algorithm
50
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Pirate and Bags of Coin

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#diophantine-equations #gcd-and-lcm #euclidean-algorithm
130
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How many marbles?

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#number-theory #diophantine-equations #gcd-and-lcm #euclidean-algorithm #least-common-multiple
88
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Euclidean Algorithm with modular powers

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#modular-arithmetic #euclidean-algorithm
644
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How do I properly do back substitution and put equations into the form of Bezout's theorem after using the Euclidean Algorithm?

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#discrete-mathematics #modular-arithmetic #cryptography #euclidean-algorithm
296
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Doubt in proof of Euclidean Algorithm

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#proof-explanation #euclidean-algorithm
116
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Why does the long division method not work when trying to find GCD of 2 polynomials that have an actual GCD of 1?

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#polynomials #euclidean-algorithm
66
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$(\mathbb{Z}_2\times \mathbb{Z}_3)[X]/ (X^2)$

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#abstract-algebra #ring-theory #soft-question #euclidean-algorithm
149
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Congruence equations in the form $x^k \equiv b \bmod m$

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#number-theory #modular-arithmetic #problem-solving #euclidean-algorithm
660
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Calculate generators of an intersection of Ideals

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#abstract-algebra #algorithms #ideals #euclidean-algorithm #computer-algebra-systems
97
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Old bell rang problem with different starting time

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#gcd-and-lcm #euclidean-algorithm #least-common-multiple
295
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In the proof of Euclid's Division Lemma,what is the point of having an AP that extends in both ways?

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#euclidean-algorithm
160
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Using GCD to find unknown value

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#gcd-and-lcm #euclidean-algorithm

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