Synthetic Division:
(3x5−2x3+5x2−x+3)(3x−2)\frac{(3x^5 - 2x^3 + 5x^2 - x+3) }{ (3x-2)}(3x−2)(3x5−2x3+5x2−x+3)
=x4+2x33−2x29+41x27+5581+353813x−2=x^4+\frac{2x^3}{3}- \frac{2x^2}{9}+ \frac{41x}{27}+ \frac{55}{81}+ \frac{\frac{353}{81}}{3x-2}=x4+32x3−92x2+2741x+8155+3x−281353
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