Consider yourself driving with 60 miles/hour in a city that has only grid like streets, and your GPS is broken.

The specifications of the problem are:

With (x, y) as the coordinates of the car, consider the initial position (0,0).

At each intersection, the only directions available are North, South, East or West

The GPS is broken, and it chooses the direction randomly at each intersection, which happens every 5 minutes

The assumption is that the car has the same speed at all times, including when it changes direction and turns.

Write a program that calculates the direct distance from the initial point to the location point of the driver after one hour of driving (i.e. the distance between two points).