When the polynomial 6x4- 8x3+ 47x2- 43x+ 57 is divided by a polynomial g(x), the quotient and the remainder are - Maths - Polynomials

Question

When the polynomial 6x4- 8x3+
47x2- 43x+ 57 is divided by a polynomial g(x), the
quotient and the remainder are 2x2+11 and x - 20
respectively What is the value of the polynomial g(x)?

Ram Manohar Thakur · Accepted Answer

When the polynomial 6x4- 8x3+ 47x2- 43x+ 57 is divided by a polynomial g(x), the quotient and the remainder are 2x2+11 and x - 20 respectively. What is the value of the polynomial g(x)?

When the polynomial 6x⁴- 8x³+ 47x²- 43x+ 57 is divided by a polynomial g(x), the quotient and the remainder are 2x²+11 and x - 20 respectively. What is the value of the polynomial g(x)?