The graph shows a quadratic function and a linear function y = d. If the linear function were changed to y=d +6, how many solutions would the new system have? If the linear function were changed to y =d 4, how many solutions would the new system have? Complete the explanation. 10 a G 4 2 0 2 L -6 de -10 -10 -8 -6 4 0 2 4 6 8 10 The equation y = d +6 would have (select)y solution(s). The line and the parabola currently intersect in one point. Translating the line (select) will result in the line intersecting the parabola in (select) points. The equation y =d-4 would have (select)y solution(s). The line and the parabola currently intersect in one point. Translating the line (select) will result in the line being entirely below the parabola, so there would be (select) points of intersection.