The minimum stopping distance of a car is directly proportional to the square of the car's initial velocity. For a car traveling at 15 meters per second on a dry, paved road, the minimum stopping distance is 16.4 meters, .
Which inequality can be used to determine the approximate stopping distance, d, of a car in these conditions, where v is the initial velocity of the car?
A) d less than or equal to 0.0073v^2
B) d greater than or equal to 0.0073v^2
C) d less than 13.7v^2
D) d greater than 13.7^2