Question

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In this module we reviewed finding the GCF of numbers and then finding the GCF of monomials. Below is an example of this work. Which statement best explains the similarities between the two methods?



Group of answer choices

When looking for common factors, we circle terms not in common between factors

When looking for common factors we are looking for the prime factors that are in common and then multiplying the prime factors together to get the GCF.

There are no similarities between finding the GCF of monomials and the GCF of numbers.

When looking for common factors, we use factor trees to determine the common factor and then dividing prime factors to get the GCF.

Answer 1

Answer:

2nd choice

When looking for common factors we are looking for the prime factors that are in common and then multiplying the prime factors together to get the GCF.

Step-by-step explanation:

The picture shows the choice that is being used to find the GCF.

Answer:

2nd choice

When looking for common factors we are looking for the prime factors that are in common and then multiplying the prime factors together to get the GCF.