As shown in the figure, given that the intersection point of graph of functions y = x + B and y = ax + 3 is p, then the solution set of inequality x + b > ax + 3 is () A. x<1B. x>1C. x≥1D. x≤1

As shown in the figure, given that the intersection point of graph of functions y = x + B and y = ax + 3 is p, then the solution set of inequality x + b > ax + 3 is () A. x<1B. x>1C. x≥1D. x≤1

The image intersection point of the functions y = x + B and y = ax + 3 is p, and the abscissa of P point is 1. According to the image, when x > 1, the image of the function y = x + B is on the top of the image of the function y = ax + 3, then the value of the function y = x + B is greater than the value of the function y = ax + 3, that is, the solution set x > 1 of the inequality x + b > ax + 3