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Yah

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I feel that problem two is GCF. My reasoning is that the first one (problem one) was LCM. Since the directions said one was LCM and the other was GCF. Also, it had the key word greatest.

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# 1 2 is g.c.f

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I know because the key word is both so it will be lcm

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Problem 1 is gcm
Problem 2 is gcf

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Problem 1 is lcm because it said when will bot

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Problem 2 is gcf and lcm is problem

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Problem 2 is GCF I know because it said what is the greatest.

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Problem 2 is gcf cause greatest was in the word problem

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The first problem is gcf and the second one is LcM because the first one said what the next year and the second one how much less would it be left

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#1 is L.C.M

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Problem 2 is gcf because it says greatest and problem 1 is lcm cause it says more

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Lc

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Problem 2 is GCF and problem one is LCM. I know problem two is gcf because there is a key word of greatest. In problem one there is a key word of both.

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LCM

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Problem 1 is LCM I know that because we are talking about when will they met.

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Problem 1 is LCM

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Problem

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Problem #1 is LCM and problem #2 is GCM
#1 because they are trying to find the year they both will be elected. #2 because they are trying to find the greatest platter.

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I know it's Lcm because in the problem it states what time will they both meet   Problem 1. Problem two is Gcf

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Problem #2 is the GCF problem and problem #1 is the LCM

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Promblem 1 is LCM because you are trying to figure out BOTH  Elections and Problem 2 is GCF because you have to find the LARGEST amount.

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#1 is lcm because it ask for the least and #2 is gcf

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Problem 1 is LCM because the problem says both witch means that it happens at the same time.

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2 is lcm because you have to find the time both of them where on the same year and 1 is gcf

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Problem 2 is GCF because it says greatest in it.

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I know it's gcf because the keyword is greatest

Problem 2

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Problem one is LCM. That is because if it was GCF, then it would be like, "what is the greatest year that both will be elected at the same time?" Even if this problem was GCF, it wouldn't make sense anyway. Thus, the last option is LCM.