Factor 31 - 6Ox(x-6)O 3 (+2)O 3x (x - 2)03(x - 2)

We are asked to factor
[tex]3x-6[/tex]We want to take out something that is common in both the terms.
One term is "3x"
Another is "6"
We can clearly see that a factor of "3" is common.
Thus, when we take out 3,
3x becomes x
6 becomes 2
So, the factorization is:
[tex]\begin{gathered} 3x-6 \\ 3(x-2) \end{gathered}[/tex]