solve

\"note that the negative sign must be grouped with the 12, which is the reason for the + between the two groups (8x* + 2x) + (-12x 3) = 2x(4x4+-1)+(-3)(40e4+ 1) Finally, we see that 4x + 1 is common to both terms on the right. Factor it out to get: 2x(4x +1) + (-3)(4y + 1) = (4% + 1) (2x - 3) 1.Looking back at the previous example, if instead of writing 8x* 10x 3 =8x*4+2x%12x-3, wewrote 8x 10x 3 =8x* 12x%4+ 2x -3, determine if that changes anything by completing the following. a. Show what the rest of the factoring would look like starting with: 6x* 12x+2x-3= b. How did the factoring in part a differ from the factoring in the example