Imagine a change in the famous story of the hare and the tortoise. in this new story, when the hare wakes up, he finds the tortoise xo = 10.0 km ahead moving with a constant velocity. the hare not ready to give up starts running again with a constant velocity. in its effort to win, it overcomes this distance in time t1, but during this time the tortoise crawls further a distance x1, the hare overcomes x1 in time t2, but the tortoise in this time crawls further a distance x2. this situation continues repeatedly. a monkey, who was the referee measures only distance x3 0.08 m and time t7 = 1.28 x 107 s. assuming the hare and the tortoise as particles, find their speeds. how long after the hare wakes up, will it win?