Final answer:
Without specific polynomials F(x) and G(x), we cannot determine the result of their long division. The process involves subtracting exponents and dividing until the remainder's degree is less than G(x). References provided do not directly apply to polynomial division.
Step-by-step explanation:
To find the result of the long division of F(x) by G(x), we need to know the specific polynomials F(x) and G(x). However, since no actual polynomials are provided, we cannot determine the exact result of the division. It is important to note that the solution method would involve dividing the terms of the dividend by the divisor, subtracting the exponents for like terms, and continuing the process until the degree of the remainder is less than the degree of G(x). The final answer would be in the form of a quotient plus a remainder over the divisor.
The references provided in the question appear to be related to different mathematical concepts and not directly to polynomial long division. For example, the references to the quadratic formula and to raising numbers to certain powers do not apply to a long division of polynomials problem. Thus, without the actual polynomials provided, it is not possible to choose from the given options a), b), c), or d).