I think factoring is something which becomes internal, you see a problem, make a guess, and then check. The best method is trial and error till it becomes intuitive.
Still the difference of squares method is often taught, and so I will show it here.
Basically the difference of squares is always factored in the following form:
(x+y)(x-y)
Which equals (x2 - y2)
Example
x2 - 9
9 is a perfect square so we can use the memorized formula
(x-3)(x+3)
Again, I prefer gaining an intuitive understanding of factoring, but memorizing a rule like this can help till you gain an intuitive understanding.
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