Factor completely.12x-6 + 7x-5 + x-4Select one:a. (x+4)(x+3)x6(𝑥+4)(𝑥+3)𝑥6b. (x−4)(x−3)x4(𝑥−4)(𝑥−3)𝑥4c. (x+4)(x+3)x4(𝑥+4)(𝑥+3)𝑥4d. (x−4)(x−3)x6
Question
Factor completely.12x-6 + 7x-5 + x-4Select one:a. (x+4)(x+3)x6(𝑥+4)(𝑥+3)𝑥6b. (x−4)(x−3)x4(𝑥−4)(𝑥−3)𝑥4c. (x+4)(x+3)x4(𝑥+4)(𝑥+3)𝑥4d. (x−4)(x−3)x6
Solution
The question seems to be a bit unclear. However, if you're asking to factor the expression "12x-6 + 7x-5 + x-4", here's how you can do it:
First, combine like terms:
12x - 6 + 7x - 5 + x - 4 = 20x - 15
Then, factor out the greatest common factor, which is 5:
20x - 15 = 5(4x - 3)
So, the factored form of the expression "12x-6 + 7x-5 + x-4" is 5(4x - 3).
None of the provided options (a, b, c, d) match this answer. It's possible that there may be a mistake in the question or the provided options.
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