Find the GCD for the following using the Euclidean algorithm.

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University of Wisconsin, Madison *

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112

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Computer Science

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Feb 20, 2024

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Student: chanel perez Date: 11/29/23 Instructor: Kevin Takayama Course: MATH-112-0 [WIN.61161.FA23] Assignment: Final Exam Review Find the GCD for the following using the Euclidean algorithm. and 1,147 3,551 To use the Euclidean algorithm, first divide the larger number by the smaller. 3 R 110 1,147 3,551 The remainder is not zero, so divide the last divisor, , by the remainder, . 1,147 110 10 R 47 110 1,147 The remainder is not zero, so divide the last divisor, , by the remainder, . 110 47 2 R 16 47 110 The remainder is not zero, so divide the last divisor, , by the remainder, . 47 16 2 R 15 16 47 The remainder is not zero, so divide the last divisor, , by the remainder, . 16 15 1 R 1 15 16 The remainder is not zero, so divide the last divisor, , by the remainder, . 15 1 15 R 0 1 15 The remainder is zero, so the last divisor is the GCD of and . 1,147 3,551 The GCD for and is . 1,147 3,551 1 Final Exam Review-chanel perez https://tdx.acs.pearsonprd.tech/api/v1/print/highered 1 of 1 11/29/23, 11:33 PM
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