The factored form of a quadratic function written as y=a(x−b)(x−c) has x-intercepts (b,0) and (c,0). So, you need to factored the given equation. y=2x2−11x−6Find two numbers with a sum of −11 and a product of 2⋅−6 or −12. The two numbers are 1 and −12.2x2−11x−6=2x2+x−12x−6=(2x2+x)−(12x+6)=x(2x+1)−6(2x+1)=(2x+1)(x−6)Therefore, y=(2x+1)(x−6) is the equivalent form of the equation that displays the x-intercepts of the parabola as constants or coefficients.