And so in the case of a coin, The Probability of heads was a fair coin

So far we've been dealing with one way of Probability, that was the probability of (A) occur,

The number of events that satisfy A over all number of the equally likely events

Equalize Column

Equalize Row

Can I change the order and always get the same result?

Distribute shapes

And so we have 4 equally probable scenarios, so the total of equally probable scenarios is 4.

If I flip it in the air, it's not more likely to land on one side or the other.

Align Vertical Distribute

Align Horizontal Distribute

Distribute Left Borders

Distribute Right Borders

Distribute Bottom Borders

Distribute Top Borders

So how many equally likely possibilities?

But there's no reason I could expect it.

Whereas particles with a smaller weight occupy less space.

So, there are phenomenas that make life difficult for us. Finally, the Pascal

At the end of the month we count your clicks

And what does that equal?

So, I wanted to show you something.

So, once again, I have 6 equally likely possibilities when I roll that die.

How did we keep track of time without a clock?

There is no such thing as a lucky sequence.

So, number of equally (Let me write 'equally.') of equally likely possibilities.

And this is the scenario tails, tails.

So the probability of getting a cube, is the number of events that meet our criteria, so there is 13 possible cubes that have an equal likely chance of popping out.

Then tell me the outcome for the game for each player for that equilibrium point.

Cutting a cake into equal pieces is rather difficult.

And if their speed is zero, they'll maintain that restfulness.

So there is 29 equal possibilities, for the outcome of my experiment of seeing what pops out of that bag.

I'll draw a line, this was just one way about thinking of probability

This is one possible, events in which a is true divided by well, let's say, equally probable.

And we said at 1.70, people are willing to eat two million cupcakes in a year.

So, since it's about 50 , maybe you can call it Boat. Let's a look a little bit at some of the difficult categories.

Consider the following world with 4 states A, B, C, and D.

Now, what is the probability of getting an even number?

And if you look at the data, when you have that kind of a structure, you get a very even distribution of the shops and the physicians and the pharmacies and the cafes in Paris.

And that says, the probability of anything happening is the probability of the number of equally probable events into which what we're stating is true.

So there's about 86 billion neurons in our brain.

And now we've got the digital revolution.

One half chance

And here, again, we see

34 00 01 36,91 gt 00 01 40,88 So 4 goes into 29 7.25 times.