Turning on the road is a rather dangerous maneuver.. This means that it must be carried out in maximum compliance with the requirements of traffic regulations, which are created in order to prevent any emergency situations.

But can you choose the right place to turn around and not break anything A test published by the YouTube channel “For! " In it you need to analyze the situation in which the driver of the blue car finds himself and choose a trajectory along which he can make a U-turn, in accordance with the rules. There are three proposed trajectories in this problem, and six answer options:.

As we can see from the conditions of the problem, a blue car has approached an intersection and intends to make a U-turn.. And for this he is offered three trajectories: A - the closest, B - the middle and C - the farthest.

Of course, a U-turn, as a dangerous maneuver, can not be performed everywhere on the road.. The list of places where turning around is prohibited is contained in paragraph 10. 7 current traffic rules:.

a) at railway crossings;

b) on bridges, overpasses, overpasses and under them;

c) in tunnels;

d) when road visibility is less than 100 m in at least one direction;

ґ) at pedestrian crossings and closer than 10 m from them on both sides, except in the case of a permitted U-turn at an intersection;

e) on highways, as well as on roads for cars, with the exception of intersections and places marked with road signs 5. 26 or 5. 27.

With this list in mind, let's analyze each of the proposed trajectories.

Trajectory A runs through an intersection - there is no such point in the mentioned rule. Trajectory B is a U-turn at a pedestrian crossing, which is expressly prohibited by the rule. And trajectory B runs through the stopping place of route vehicles, as evidenced by sign 5. 45. There is also no such item on the list of places prohibited for turning around..

So, the rules prohibit the driver of a blue car from turning only along trajectory B, and options A and B are allowed to him. The fourth answer to this problem is correct..