1) There is a road on which a car starts with an integral speed towards the left or the right, starting from an integral point (take the road to be the x-axis)
2) The speed and the point from which it starts is not known.
3) The car starts moving at t=0.
4) I am standing on the side of the road on a mountain and I will start shooting bullets at t=1s, and have the ability to do so every 1s.
I need to determine an algorithm which can hit the car. Assume that the bullet has infinite speed and if you point the gun correctly, the bullet will hit the car as soon as it is shot.