Determine the quotient when 2x3−3x2+x−52x^3 - 3x^2 + x - 52x3−3x2+x−5 is divided by x−1x - 1x−1.
2x2+x−42x^2 + x - 42x2+x−4
2x2−x−42x^2 - x - 42x2−x−4
2x2−2x+32x^2 - 2x + 32x2−2x+3
2x2−x+12x^2 - x + 12x2−x+1