To determine which graph represents the solution of the inequality y ≥ x² + 2, we must first understand the inequality itself. The inequality y ≥ x² + 2 means that the value of y is greater than or equal to the value of x² + 2 for any given x. This inequality represents the boundary of a region in the coordinate plane, with the parabola y = x² + 2 serving as the dividing line. The solution set for this inequality will include all points on the parabola and all points above it, as these are the points where y is greater than or equal to x² + 2.