Answer:

Step-by-step explanation:
The given statement "what times what equals 252" refers to the product between two unknown numbers which are equivalent to 252.
So, the statement can be expressed as

Now, if we solve this expression, the result would be

Which is an approximation.
Also, this approximated results allow us to conclude that those unknown numbers are not the same.
Therefore, the statement is better expressed as

Where there are different solutions,
1 x 252 = 252
2 x 126 = 252
3 x 84 = 252
4 x 63 = 252
And so on...