Answer:
4(3x−1)(2x−3)
Step-by-step explanation:
Edit*
So first u common factor
24x^2-44x+12
4(6x^2-11x+3)
Then u use the sum product pattern
4(6x^2-11x+3)
4(6x^2-2x-9x-3)
Then find the common factor for both pairs
4(6x^2-2x-9x-3)
4(2x(3x-1)-3(3x-1))
Then rewrite in factor form
4(2x(3x-1)-3(3x-1))
4(2x−3)(3x−1)
