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Find the factors of $$(x^2 - x - 132)$$Â
$$(x - 11)(x - 12)$$
$$(x + 12)(x - 11)$$
$$(x + 11)(x + 12)$$
$$(x - 12)(x + 11)$$
$$(x^2 - x - 132)$$
$$x^{2\ }-12x+11x-132=0$$
$$x\left(x-12\right)+11\left(x-12\right)=0$$
$$\left(x-12\right)\ \left(x+11\right)\ =\ 0$$ .
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