Question

Which of the following terms have a GCF of 6p 3? Select two options.
18p3r
27p4a
45p3q6
54p3
63p3g5

Answer 1

Answer:

A and D 18p^3r and 54p^3

Step-by-step explanation:

Answer 2

The correct options are  $18p^{3r$ and $54p^3$ since 6 can divide both 18 and 54 and $p^3$ is included in both expressions.

Greatest common factors

This are factors that can divide all values without leaving any remainder. From the question, we need to find whcih expression has .a GCF of $6p^3$

The correct options are  $18p^{3r$ and $54p^3$ since 6 can divide both 18 and 54 and $p^3$ is included in both expressions.

The other options are incorrect since 6 cannot divide the constants without leaving a remainder

Learn more on GCF here:https://brainly.com/question/630014

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