The product of a multiplication problem is the square root of 225,What do you know about the factors

To solve this problem, first, we need to find the square root of 225. The square root of 225 is 15, which is a rational number.

Now let's analyze the options based on this information:

A. They are both rational because the product is rational.
- This statement can be true. If the product is 15 (a rational number), we can indeed have pairs of factors (like 1 and 15, or 3 and 5) that are both rational.

B. One factor is rational, but the other is irrational.
- This statement is not necessarily true in this case because we can have both factors be rational.

C. At least one factor is irrational because the product is irrational.
- This statement is false since the product is rational (15).

D. It cannot be predicted based on the information given.
- This statement is also not true because we know that the product is rational.

Based on this analysis, the most accurate option is:

A - They are both rational because the product is rational.