Abstract Algebra

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Moderate

Bezout's Theorem Computation

ABSALG-TQGVED

Use the Euclidean algorithm to find numbers $a$ and $b$ such that the equation $11a+13b=1$ holds. What is your answer?

A

$a=12, b=-9$

B

$a=6, b=-5$

C

$a=4, b=-3$

D

$a=-13, b=11$