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Q: What types of problems can be solved using LCM?

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Adding and subtracting fractions.

Anything having to do with adding or subtracting unlike fractions.

Finding the GCF will help in simplifying fractions. Finding the LCM will help in adding and subtracting fractions.

The GCF can help in reducing equivalent fractions. The LCM can help in adding and subtracting unlike fractions.

The GCF can be used to reduce fractions. The LCM can be used to add and subtract unlike fractions.

Adding and subtracting unlike fractions

Use the GCF to reduce equivalent fractions. Use the LCM to add and subtract unlike fractions.

how to find the lcm using while loop

lcm of 15 and 29 using prime fctorization

LCM is 350

Finding the LCM will make adding and subtracting fractions easier.

The LCM of the given two numbers using prime factorization is 36

Two or more numbers are needed to find the LCM

The LCM of 54 and 210 is 26....Using the ladder method

The LCM of 8 and 108 is 216, no matter what you use.

The LCM of 12 and 27 is 108

The LCM of these numbers is 75. LCM is Least common multiple.

The LCM of the given three numbers using prime factorization is 25200

The LCM is: 840

The GCF is 6. That makes the LCM 42.

The LCM of the given two numbers is 48

Two or more numbers are needed to find their LCM

Two or more numbers are needed to find their LCM

In these types of problems, the numbers can also be the answer. 3 and 30 have a GCF of 3 and an LCM of 30. Since the product of the GCF and LCM of two numbers is the same as the product of the numbers, you could also use another factor pair of 90, like 6 and 15.

Prime numbers