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 1 m gcd(200, 113) By filling the above table, we get: O m=8 and a=-23 O m=8 and a=13 O m-3 and a=12 O m=13 and a=8 O None of the mentioned

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter1: Fundamental Concepts Of Algebra
Section1.2: Exponents And Radicals
Problem 90E
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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
gcd(200, 113)
By filling the above table, we get:
m=8 and a=-23
O m=8 and a=13
O m-3 and a=12
m=13 and a=8
None of the mentioned
Transcribed Image Text: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 gcd(200, 113) By filling the above table, we get: m=8 and a=-23 O m=8 and a=13 O m-3 and a=12 m=13 and a=8 None of the mentioned
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