Algebra 2HardPolynomial Functions SharePolynomial Functions · Hard problemUse long division: (2x4−3x3+x−5)÷(x2−2)(2x^4-3x^3+x-5)\div(x^2-2)(2x4−3x3+x−5)÷(x2−2). Write your answer as quotient plus remainder over divisor.A2x2+3x+4+−5x+3x2−22x^2+3x+4+\dfrac{-5x+3}{x^2-2}2x2+3x+4+x2−2−5x+3B2x2−3x+4+x2−2−5x+32x^2-3x+4+\dfrac{x^2-2}{-5x+3}2x2−3x+4+−5x+3x2−2C2x2−3x+4+−5x+3x2−22x^2-3x+4+\dfrac{-5x+3}{x^2-2}2x2−3x+4+x2−2−5x+3D2x2−3x+4+−5x+3x2−32x^2-3x+4+\dfrac{-5x+3}{x^2-3}2x2−3x+4+x2−3−5x+3Check Show answer Walk through it step by step Practice more like this Review this concept