Question 3. Find the following GCD and LCM: (3. a) GCD (343, 550), LCM (343, 550).|| (3. b) GCD (89, 110), LCM (89, 110). (3. c) GCD (870, 222), LCM (870, 222).

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Mathematics

19 October, 00:11

Question 3. Find the following GCD and LCM: (3. a) GCD (343, 550), LCM (343, 550).|| (3. b) GCD (89, 110), LCM (89, 110). (3. c) GCD (870, 222), LCM (870, 222).

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Answers (1)

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Amanda Barr · Answer 1

(3. a) GCD (343,550) = 1

LCM (343, 550) = 188650

(3. b) GCD (89, 110) = 1

LCM (89, 110) = 9790

(3. c) GCD (870, 222) = 6

LCM (870, 222) = 32190

Step-by-step explanation:

(3. a) GCD (343,550), LCM (343, 550).

343=7*7*7

550=5*5*2*11

GCD (343,550) = 1

LCM (343,550) = 7*7*7*5*5*2*11=188650

(3. b) GCD (89, 110), LCM (89, 110).

89=1*89

110=5*2*11

GCD (89, 110) = 1

LCM (89, 110) = 89*5*2*11=9790

(3. c) GCD (870, 222), LCM (870, 222).

870=2*3*5*29

222=2*3*37

GCD (870, 222) = 2*3=6

LCM (870, 222) = 2*3*5*29*37=32190