Simplify (s^2-4s-12)/(3s-6)

Math
s2-4s-123s-6
Factor s2-4s-12 using the AC method.
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Consider the form x2+bx+c. Find a pair of integers whose product is c and whose sum is b. In this case, whose product is -12 and whose sum is -4.
-6,2
Write the factored form using these integers.
(s-6)(s+2)3s-6
(s-6)(s+2)3s-6
Factor 3 out of 3s-6.
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Factor 3 out of 3s.
(s-6)(s+2)3(s)-6
Factor 3 out of -6.
(s-6)(s+2)3s+3⋅-2
Factor 3 out of 3s+3⋅-2.
(s-6)(s+2)3(s-2)
(s-6)(s+2)3(s-2)
Simplify (s^2-4s-12)/(3s-6)

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