Why can t the rabbit outrun the tortoise, why can t the rabbit outrun the tortoise?

The rabbit was proud and slept halfway, so the tortoise ran first.

The tortoise and rabbit race for the first time, the rabbit is proud and sleeps halfway, so the tortoise runs first.

The second time the rabbit learned his lesson, he didn't sleep anymore and ran to the finish line in one go, as a result of which the rabbit won and the turtle lost.

The turtle was not convinced and asked for a third race. The turtle said that the first two times you designated the route to run, this time I designated the route to run. The rabbit thought to himself that I was running fast anyway, so he agreed.

So the third race began, and the rabbit ran in front again. But unfortunately, near the end of the line a river stands in the way, and the rabbit can't cross. At this time, the turtle slowly crawled and climbed across the river.

In the third race, the turtle won again.

After three rounds of competition, the rabbit and the tortoise began to figure out: Why don't we compete in the old competition, why don't we complement each other's advantages and carry out cooperation......Hit it off. And so, a new journey begins:

On land, rabbits run with turtles on their backs; When crossing the river, the tortoise swims with the rabbit on his back. In the end, the two reached the finish line at the same time, achieving a win-win situation.

The experience and results of the tortoise and rabbit's four races have given us four inspirations.

What did the first tortoise-hare race teach us? In the words of Professor Li Yining - when you are at a disadvantage, don't be discouraged, don't relax, persevere to the end, and wait for the opponent to make mistakes. If the tortoise and rabbit race the first time the rabbit runs so fast, the tortoise doesn't know if he will sleep, you run so fast, it's over, I don't race, I abstain, then I definitely can't win.

But the tortoise was not discouraged, did not relax, and persevered to the end, and sure enough, the rabbit made a mistake, slept halfway, and the tortoise ran first.

The lesson of the second tortoise-hare race is to be good at turning potential advantages into actual advantages. What is a potential advantage? The rabbit can run, but if he doesn't, it can only be a potential advantage.

The second time it was different, he ran away, and it turned into a real advantage. For enterprises, it may be necessary to consider what their own advantages are, and the potential advantages are in the first place, and you had better give full play to the potential advantages into real advantages.

The lesson of the third tortoise and hare race is that if you feel that the original strategy of participating in the competition is no longer working, you should adjust your strategy and change your strategy in time. From the story, we can see that after the second run, the turtle understands, he keeps climbing like this, and I lose a thousand times, as long as he doesn't sleep, he has no chance, what should I do? So he adjusted his original strategy in time and chose one with a river in it, so that your rabbit couldn't get across, and it was up to you to see what you could do.

As a result, the turtle won.

So, what lessons does the fourth race of the tortoise and hare teach us? Professor Li Yining believes that in addition to the enlightenment of win-win through cooperation, it is also necessary to understand that win-win and complementary advantages are based on mutual trust, and cooperation can only be achieved according to mutual trust between opponents.

Assuming that there is no integrity, the rabbit on land runs with the turtle on its back, and the rabbit plays badly and hurts the turtle, what if the turtle plays bad, crosses the river and sinks, and drowns the rabbit, so that the advantages cannot be complementary.

The rabbit was proud and slept halfway.

One day, the rabbit and the tortoise were running in a race, and the rabbit laughed at the tortoise for climbing slowly, and the tortoise said that one day he would win. The rabbit said, let's start the game now. The rabbit ran as fast as the rabbit ran, and the tortoise crawled as hard as he could, and in a few moments the rabbit and the tortoise were already at a great distance.

The rabbit thinks that the game is too easy, and that it needs to sleep for a while, and self-righteously says that even if he wakes up the tortoise, he may not be able to catch up with it. As for the tortoise, it crawls all the time, and when the rabbit wakes up, the tortoise has reached the end.

Because his pants were confused by the scenery along the way, he stopped to browse some of the scenery he liked, so he lost his ultimate goal.

There is nothing wrong with the logic of the paradox itself, and the reason why it is so far from reality is that this Zeno has taken a different time system from ours. It is customary to think of Sun's motion as a continuous function of time, while Zeno's explanation takes a discrete time system. That is, no matter how small the time interval is, the entire timeline is still composed of infinite points in time.

In other words, continuous time is the limit at which discrete time takes the time interval to infinitesimal limits.

Every time a person catches up with the turtle's original position, the distance between the person and the turtle becomes one-tenth of the previous one, however, this process cannot be carried on indefinitely. Looking at the world from a quantum point of view, space, one of the basic components of the world, is also quantized, that is, it has an indivisible Planck length. The length is so small that the space looks like it's smooth and continuous, but the smallest unit is real.

In this way, the process of man chasing the tortoise becomes such a scene: when the man runs past the length of 10 to the 30th power, the tortoise runs over the length of 10 to the 29th power; Then the man ran over 10 to the 29th Planck, and the tortoise ran 10 to the 28th Planck ......After repeating this more than 20 times, the crucial moment finally came, and the man ran 10 Plancks in a very short time, and the turtle ran 1 Planck. And then what?

The next round is coming, and the turtle can't run a tenth of a Planck's length, and this number must be an integer! Infinite Splits have reached the end! It can only run another Planck length, which is the shortest distance to travel, and then what about people?

Man ran 10 Planck lengths, 9 more than the tortoise.

Expansion:

These paradoxes became known to posterity due to their recording in Aristotle's book Physics. Zeno presented these paradoxes in support of his teacher Parmenides' doctrine that "being" is immovable and is one. Two of the most famous of these paradoxes are:

Achilles can't outrun the tortoise" and "Flying Arrows Don't Move".

These methods can be explained by the concept of calculus (infinite), but they cannot be solved by calculus because the principle of calculus exists on the premise of the existence of extensions (i.e., whether a line segment with extension is infinitely divided or composed of a line segment with extension, rather than a point without extension). Zeno's paradox, on the other hand, acknowledges extension and emphasizes the point where there is no extension. These paradoxes are difficult to resolve because they focus on the points of divergence that later came from the mechanistic theories represented by Descartes and Ghassan Zheng Songdi.

Because the turtle is distracted, it is so attracted by the scenery along the way that it forgets what it needs to do now.

This is a trap question, because it is the referee of the pig, whether you win the turtle or the rabbit, the other party will say that you are a pig, only the referee knows who wins, and the referee is a pig.