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Algebra
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Factor 6(x − 4)2 − (x − 4) − 2 completely.
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=12x+−48+−x+4+−2 =12x+−48+−x+4+−2 =(12x+−x)+(−48+4+−2) =11x+−46 Answer: =11x−46
thanks alot
wow... and I thought the problem was \[6(x -4)^2 - (x -4) - 2\] which is an equation reducible to a quadratic which can be factored (6(x -4) - 4)(6(x -4) + 3) --------------------- 6 and then simplifies to (3(x - 4) -2)(2(x - 4) + 1) or after ditributing inside each factor (3x -14)(2x -7) but them maybe it was the simple solution shown above
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