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Authors:
Anany Levitin
Chapter:
Introduction
Exercise:
1.1 Exercise
Question:11 | ISBN:9780132316811 | Edition: 3

Question

The extended Euclid’s algorithm determines not only the greatest common divisor d of two positive integers m and n but also integers (not necessarily positive) x and y, such that mx + ny = d.
a. Look up a description of the extended Euclid’s algorithm (see, e.g., [KnuI,p. 13]) and implement it in the language of your choice.
b. Modify your program to find integer solutions to the Diophantine equation ax + by = c with any set of integer coefficients a, b, and c.

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