6. An open-top box is formed by cutting squares out of an 11 inch by 17 inch piece of paper and then folding up the sides. The volume V(x) in cubic inches of this type of open-top box is a function of the side length x in inches of the square cutouts and can be given by V(x) = (17-2x)(11-2x)(x). Rewrite this equation by expanding the polynomial.