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The answer is 1308. The trick is to notice that (12)(9)=108 which differs from 109 by only one. Now just consider the set of equivalence classes in Nmod12. the LCM of 109 and 12 will be apart of the equivalence class 0, so for every integer n between 1 and 12, (n)(109) is apart of the equivalence class n. In conclusion, the LCM must be the product (12)(109).
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What is the LCM OF 105 AND 109?
Least Common Multiple (LCM) for 105 109 is 11,445
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What is the LCM of 12 and 64?
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What is the lcm of 46 and 12?
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