The question asks for another factor pair of 18. A factor pair is two numbers that multiply together to give the product of 18.

The factor pairs of 18 are:

1. $1 \times 18$
2. $2 \times 9$
3. $3 \times 6$

Since $1 \times 18$ and $2 \times 9$ are already listed, the missing pair is $3 \times 6$. Fill in the blanks with $3$ and $6$.

Would you like further clarification or practice on factors?

Here are five questions related to this:

1. What are all the factor pairs of 24?
2. How can you identify if a number is a factor of another number?
3. Can a number have an odd number of factors? Why or why not?
4. How does knowing factors help in simplifying fractions?
5. What is the greatest common factor (GCF) of 18 and 24?

Tip: Always look for smaller numbers when finding factors—they make the task easier!