Factorize: x2−7x+12
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We have to break up 7x in the given expression into two parts in such a way that their sum is 7x and the product of their coefficients of is 12.
x2−7x+12
=x2−4x−3x+12
=x(x−4)−3(x−4)
=(x−3)(x−4)
Thus, we can see that (x−3) and (x−4) are the two factors of x2−7x+12.