Are the probabilities constant in a certain spacetime?

The probability itself does not change, it only changes your prediction of the outcome of a certain experiment.

For the event you mentioned, whether at the moment or in a time machine, the probability will not change, because the sample space is constant.

So what are the 100% 3 points you see?

It's really just an event that you know, and it's not a matter of probability.

It can't be said that because you know the lottery results in advance, it means that the probability of the lottery game has changed, which can be described as your winning rate is 100%, not the probability of winning.

One is strictly mathematical logic and the other is events. Mathematical logic cannot be replaced by events that occur in a particular environment.

But I especially appreciate your way of thinking about problems, in fact, the questions you ask are no longer in the category of mathematics, this question should be considered a philosophical question, a good question, and it has speculative value!

Not necessarily. Probabilities are calculated on the basis of a large amount of statistics. For example, if you do 1000 times and get 3 points 20 times, then the probability is 2%.

If you get 233 times after 10,000 shots, then the probability is.

Push it down in turn, and imagine that you have done it countless times, and then you will come up with a probability.

So the probability is different from the probability of a certain dice.

Like above, the probability of scoring 3 points is 1 6. But Zhang San's roll of the dice at twelve o'clock is a separate event, and he can get any one of 1-6. It's not that you roll 6 times to get 1, 2, 3, 4, 5, 6,

A little bit! The point is that the reward for not arousing interest or asking questions is not appropriate for finding the answer, and the effort spent on making the answer.

It is recommended to appropriately increase some points for the issues that you value.

You ask people in the morning what time it is dawn, and of course no one pays attention to you.

Based on my own experience and that of my friends.

Male = 80% Female = 50%.

Total chance = 65%.

If the set time is a fixed time, then.

Male = 90% Female = 80%.

Total chance = 85%.

The probability that a continuous random variable will take a value at a certain point is zero, and the probability that a continuous random variable will take a value in the interval (negative infinity, positive infinity) is 1, so the probability of being in the remaining range after removing the listable point is still 1, but at this time, the remaining range after removing the pointable variable is not an inevitable event.

In layman's terms, you can start by considering that an event with a zero probability is possible. The probability is zero because it is divided by an infinite number of possible cases, i.e., there is 1 (+infinity) = 0. Thus, based on p(a)=1-p(not a), it is not difficult to understand why an event with a probability is not necessarily going to happen.

There is no area in the straight line, I don't know if you understand.

Purple diamonds are still useful, you can increase RP, QQ members can actually +RP, but only a small part of it.

Jelly (with strawberries) is a car method (Apocalypse Emperor or something) I have tried the odds of this between about 20 80 strawberries, catching crabs (with golden threads) can be Renault (in fact, Renault is not the best A car, just cheap and practical), Renault is 15 50 crabs.

All of the above is permanent.

There is a chance to get 15 days of S car windranger to kill the big green worm (the overall is not too strong, and the speed is very fast). About 4000 point rolls.

As for the performance of the paladin and the method of obtaining it (everyone has their own merits), it will not be fooled.

Right! What I said upstairs is true, I'm not a master in the ** world, but I also got an emperor by watching the speaker. At zero o'clock, open a few and pay attention when the system speaker comes out!

It takes three or four seconds to die. When I drove to seven or eight, I didn't know if I didn't. I was out of the system, and I waited for about four seconds for me to open the fourth strawberry and the emperor came out, and I thought I was dreaming!

It's great to finally have a permanent A. I hope you will look at the horns more. Of course, I've failed many times before, but I don't know how to look at the system speaker.

It's like a kite with a broken string scurrying in the sky. Also, when you see someone else winning the lottery, you must be calm, wait for about three or four seconds before opening, and seize the opportunity. There is a saying that it is not that the stone should be shot, and the opportunity is not that the stone has it!

I hope everyone is forever A. This is my experience of becoming a permanent emperor. Share it with everyone.

Give it points!

Yes, I want to look at the horn, today I waited for the flying car around 2 o'clock and didn't want to run, so I looked around and saw a person in the dress, I took my 2 strawberries to open one, but the emperor came out I was stupid at the time. Instant kill.

Between 00:00 and 00:15 AM, there is a 15% chance of getting the S Platinum Razor Live S Black Gold Razor.

Look at rp, if the rp is good, the second is not good, and you can't get 100 of them, I'll be in one second, apocalypse.

It is possible to smoke at 00:00:01 every day.

At 5 o'clock, I won at this time.

At 12 o'clock in the evening, or save up 100 pesticides to kill them by the end of the year! Or is it permanent!!

On the 21st, my friend was hit by the permanent apocalypse.

I bought three strawberries at 0:37, and I was there, so I suggested that I open it at 0:00, and it depends on luck, not that I was hit, but it was a permanent sharp speed in 0:15.

My other friend was in the middle of the night around 7:30.

I think my buddy has a point, it's just look at the horn.

I'm going to learn more, too.

Without going into words, let's put it simply. Chances are, all quests and power-ups about drawing the target car are this chance.

That is, the odds are 16 in 10,000. It's not that 16 out of 10,000 people can win, so the odds are too great.

To give you an example: if there are 10,000 stones in the bag, 16 of which are gems, the chance of catching a stone out of the bag that is a gem is the chance of drawing the target car. This is how the odds are calculated.

As for the time, whenever the system speaker at 0 o'clock is brushed out, it can be drawn, and this speaker is equivalent to a refresh, and the effect is better. (Actually, it's because there are few people).

Thank you for adopting.

I just started playing this game, and now I don't play it

Saturday and Sunday in the middle of 2 to 4 p.m.

It was almost tragic, I drove on time at 12 o'clock, spent more than 30 pesticides, and ended up driving a year-old car

Under normal circumstances, the probability of the middle two is higher, anyway, every time I draw like this, I can basically draw seven times out of ten. Just personal experience

The first one, I'm like this, believe me.

Let the time when the newspaper is delivered be x and the time when people leave is y

x at 6 o'clock - 8 o'clock y at 7 o'clock - 9 o'clock.

It forms a square with a side length of 2 and an area of 4

The so-called inability to see the newspaper means that the moment when the person leaves is less than the moment when the newspaper is delivered, that is, y is the area below y=x in the square, which is an isosceles right triangle with a waist length of 1, and its area is 1 2

Therefore, the probability is p=(1 2) 4=1 8, and the graph is as follows:

If the time of delivery of the newspaper is x, and the time of leaving home for work is y, then 6 x 8, 7 y 9

a="I can't see the newspaper" = "y x" (note: the newspaper is delivered after work) As can be seen from the figure, p(a) = the ratio of the area of the triangle under the line to the area of the square <>

Done it before.

Expressed in Cartesian coordinate system, the horizontal axis is the time of leaving home, and the vertical axis is the time when the newspaper delivery worker arrived, so that a square is formed, which is the area of the area where the event occurred is 1, and then the possible area of the time of meeting is 7 8, so the probability is 1-7 8 = 1 8.

How many minutes does your bus stop? Just leave? If so, it should be 2 5.

For a continuous random variable, the probability of taking a fixed value is zero, but it does not mean that it is impossible to get that value. If event a is a random variable x and takes a fixed value, such as 2, the probability p(a) is 0.

A continuous random variable is zero at a certain value.