There are no limits in real life

Yes. Broadly speaking, as long as it is a position or degree that cannot be surpassed, it is called the limit.

Let's give you an example that is easy to understand close to life:

1. You climb a mountain, without the help of other tools, reaching the top of the mountain is the limit of your altitude.

2. When you eat, you can't eat until you take a bite, which is the limit of the amount of food. On the contrary, starvation to death is the limit of hunger. If you insist on not sleeping, after a certain period of time, you will lose consciousness, which is the limit of your insistence on not sleeping.

3. There is a limit in long-distance running, which many people have experienced.

In a narrow sense, some disciplines have their own specific definitions of limits, and this should be classified.

There are many such examples, and perhaps the ones we have heard of are not so comprehensive.

The simplest example: absolute zero.

No. Counter-evidence.

Proof: The definition of limit points out that there is a process of infinite proximity, which is a dynamic infinite process, and the limit that the variable can reach is called the limit, that is, it is eternal.

The real world is not, the real world is a metabolic process, ephemeral substitution of cyclical eternity, there is no absolute constant, and it determines that there is no limit of mathematically strict idealization in our reality.

Constants are what we specifically consider to be the limit form.

Purely mathematically, limits are the result of a kind of reasoning, not a practical experience. So, there is no limit to mathematical life.

The limits of the broad sense are as stated on the first floor.

No. The definition of a limit is one that can only be infinitely approached and cannot be reached.

In reality, we don't know what state it already is.

So there can't be.

Yes, for example, in a race, A runs ahead first, and B catches up and overtakes A, and there is an infinite distance before B catches up with A. There is a close limit here.

Is this limit achievable or infinite?

For example, the human body can withstand the temperature limit.

With the left limit inside the math the right limit.

The first kind of limit exists, but it does not exist in life.

The second kind of words are like the size of the cosmic space.

Don't understand?!I don't know if I've explained it myself. -

Forget it, I'll think again.

Yes, for example, the issue of oil extraction.

For example, the half-life of radioactive elements and so on.