Train A travels at 60 mph and Train B at 75 mph, making B 5/4 times faster than A. Since both trains leave simultaneously, Train B will never reach a point where it has traveled twice the distance of Train A. The relationship between their speeds indicates that B will always cover a lesser distance ratio compared to A over time. The formula for distance, d = st, confirms that for B to be twice as far as A, its speed would need to be double that of A, which is not the case. Therefore, it is impossible for Train B to travel twice as far as Train A under the given conditions.