Answer: 6x³-19x²+x+6
Step-by-step explanation: use the FOIL method
1. (a+b)(c+d)=ac+ad+bc+bd.
(x – 3)(2x + 1)(3x – 2) becomes (2x²+x−6x−3)(3x−2)
2. Collect like terms.
(2x²+(x−6x)−3)(3x−2)
3. Simplify 2x²+(x−6x)−3 to 2x²−5x−3.
(2x²−5x−3)(3x−2)
4. Distribute sum groups.
2x²(3x−2)−5x(3x−2)−3(3x−2)
5. Expand.
6x³−4x²−5x(3x−2)−3(3x−2)
6. Expand.
6x³−4x²−(15x²−10x)−3(3x−2)
7. Expand.
6x³−4x²−(15x²−10x)−(9x−6)
8. Remove parentheses.
6x³-4x²-15x²+10x-9x+6
9. Collect like terms.
6x³+(-4x²-15x²)+(10x-9x)+6
10. Simplify.
6x³-19x²+x+6
Hope this helps, have a BLESSED and wonderful day! :3
