To determine the number of real solutions corresponding to x-intercepts based on a graph, you would need to see how many times the graph crosses the x-axis. Each x-intercept represents a real solution for the equation.
- If the graph does not cross the x-axis at all, there are 0 x-intercepts (0 solutions).
- If the graph crosses the x-axis at one point, there is 1 x-intercept (1 solution).
- If it crosses at two points, there are 2 x-intercepts (2 solutions).
- If it crosses at three points, there are 3 x-intercepts (3 solutions).
Without the actual graph, I cannot determine the specific number of x-intercepts. If you provide more context or details about the graph, I could assist you in identifying the corresponding number of solutions. If you're referring to a common mathematical behavior, your answer will depend on the situation presented in your graph.