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目 Our aim is to write gcd(200,113) as linear combination of 200 and 113. Below is the table related to this procedure. 200 113 200 113 m gcd(200, 113) By filling the above table, we get: O m=13 and a=8 O m=8 and a=-23 O m=8 and a=13 O None of the mentioned O m-3 and a=12

目 Our aim is to write gcd(200,113) as linear combination of 200 and 113. Below is the table related to this procedure. 200 113 200 113 m gcd(200, 113) By filling the above table, we get: O m=13 and a=8 O m=8 and a=-23 O m=8 and a=13 O None of the mentioned O m-3 and a=12

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter10: Sequences, Series, And Probability
Section10.5: The Binomial Theorem
Problem 17E
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O O Our aim is to write gcd(200,113) as lincar combination of 200 and 113. Below is the table related to this procedure. 200 113 200 1 113 1 1 gcd(200, 113) By filling the above table, we get: m=13 and a=8 m=8 and a=-23 m=8 and a=13 None of the mentioned m=3 and a=12
Transcribed Image Text:O O Our aim is to write gcd(200,113) as lincar combination of 200 and 113. Below is the table related to this procedure. 200 113 200 1 113 1 1 gcd(200, 113) By filling the above table, we get: m=13 and a=8 m=8 and a=-23 m=8 and a=13 None of the mentioned m=3 and a=12
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