P heads is a function that just returns the probability of heads right now.

Heads, tails, heads, tails, heads, heads.

Well, it's one of them heads heads.

Heads Heads, heads tails, and then this is tails heads, tails heads.

It could be the first four heads heads, heads, heads, heads, tails, tails.

So heads, heads, heads, heads so I'm doing it seven times, rights?

A peddler of heads too perhaps the heads of his own brothers.

So, for example, you know, it could be heads, tails, heads, tails, heads, heads.

Another way of thinking about it is each of these scenarios this is a scenario heads, heads because you got a heads and then a heads.

Well, there's a 1 2 chance of getting a heads, 1 2 chance of a heads, 1 2 chance of heads let me switch colors 1 2 chance of a heads, 1 2 chance of a heads, 1 2 chance of a heads, and then 1 2 chance of a tails.

Probability of X2 equals heads.

Heads.

I could get heads, tail, heads.

I could get tails, heads, heads.

We could get tails, heads, heads.

We could get heads, tails, heads.

We could get heads, heads, tails.

In this case, the results were heads, heads, tails, and heads.

So 4 heads won't count and 2 heads won't count, 5 heads won't only 3 heads.

This is equal to the probability of tails, heads plus the probability of heads, tails.

So, for flip 1, we have the outcomes of heads, heads, tails, tails.

The extreme cases of heads, heads and tails, tails don't satisfy this condition.

There were two coin flips flip 1 and flip 2 and each had a possible outcome of heads, heads heads, tails tail, heads and tail, tail.

The probability of exactly two heads, exactly... exactly two heads... two, I'll say h's there for short, the probability of exactly two heads.

GREGORY The heads of the maids?

Of those, therefore, came up heads.

WRlTING The probability of getting heads.

Well, what's the probability of heads?

That's four out of six heads.

Heads below!'

2 heads.

Heads down!

Heads up.

Heads up.

We can get tails, heads or heads, tails.

So you could get heads, heads, heads, you could get heads, heads, tails, you could get heads, tails, heads, you could get heads, tails, tails, you can get tails, heads, heads, this is a little tricky sometimes, you want to make sure you're being exhaustive in all the different possibilities here, you could get tails, heads, tails, you could get tails, tails, heads, or you could get tails, tails, tails.

So if you make that assumption, you could say that the probability of getting heads and heads, or heads and then heads is going to be the same thing as getting probability ... as the probability of getting heads on the first flip times the probability of getting heads on the second flip.

One is I can just flip heads into heads. So three heads means two tails.

The probability of getting heads on our first flip and heads on our second flip.

Suppose the probability of heads is 1, so my coin always comes up with heads.

Its fruit like the heads of demons.

190 heads of state nine are women.

He's in every one of their heads.

I get 5 out of 5 heads?

So, the probability of Heads is 60