QuestionFactor the quadratic: $x^{2}-7x-18$

Studdy Solution
Now, you can see that $(x-9)$ is a common factor in both terms. We can factor that out to get the final factored form of the expression.
$$x(x-9)+2(x-9) = (x+2)(x-9)$$So, the factored form of $x^{2}-x-18$ is $(x+2)(x-9)$.