Based on using Euclidean algorithm, write the gcd(270,192) as a linear combination of 270 and 192. A) gcd(270,192) = 270 (2) + 192(-5) %3D B) gcd(270,192) = 270 (4) + 192(-6) %3D C) gcd(270,192) = 270 (5) + 192(-7) D) gcd(270,192) = 270 (3) +192(-2)

Computer Networking: A Top-Down Approach (7th Edition)
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ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
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Question : 3
Based on using Euclidean algorithm, write the gcd(270,192) as a linear
combination of 270 and 192.
A) gcd(270,192) = 270 (2) + 192(-5)
%3D
B) gcd(270,192) = 270 (4) + 192(-6)
C) gcd(270,192) = 270 (5) + 192(-7)
D) gcd(270,192) = 270 (3) + 192(-2)
see the attached file
叫
ll
MEDIA
Transcribed Image Text:HR Question : 3 Based on using Euclidean algorithm, write the gcd(270,192) as a linear combination of 270 and 192. A) gcd(270,192) = 270 (2) + 192(-5) %3D B) gcd(270,192) = 270 (4) + 192(-6) C) gcd(270,192) = 270 (5) + 192(-7) D) gcd(270,192) = 270 (3) + 192(-2) see the attached file 叫 ll MEDIA
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