So it's p times p, so that's p squared. What's q squared?

So, Mr. P...

So our variance is p times 1 minus p.

So what would p be?

So this right here becomes, you have this p right over here, so this is equal to p.

So, what is this P? P is your initial payment of 100.

So that's a truth table for p, q, and p and q.

So there's 1 minus p probability of getting 0, so times 0.

So it's going to be p squared.

So plus p squared just like that.

So we said that this is equal to e to the r, so p times this is equal to p.

So p times 1 minus p, which is a pretty neat, clean formula.

So you compare the P to the E.

P Cool nozzle positions, so on and so forth, those changes are all captured

And if you start with that number, p so this is Paulette's distance from school so, p and you multiply it by 5.

I'll say p, just so it makes sense, p is equal to the percentage off.

So let me write p is equal to mass

So, the initial payment is P and the accumulated interest is r P. So, that's the way you want to think about this problem.

So if p is true and q is false, then p and q will be false.

So this is T R A P is a trapezoid.

So if I reborrow this, this becomes the new P.

So it becomes p of x of y2 of x.

So, imagine that you invest 10,000 in the S P index.

So this is the second row in the p block, right?

So this is going to be equal to 1 minus p.

So it's capital P of xy times the unit vector i.

So this is like the p intercept or the y intercept.

Yet civilians have rarely been so vulnerable. (S PV.4046, p. 3)

So that's where the last three electrons go into the p orbital.

So if you were to borrow, let's say, p is equal to,

PQ, so they say this is point P, this is point Q.

So notice this is p, this distance is p right over here, this is another p right over here, this is another p right over here, that's another p right over there, and another p right over there.

So again, we're going to have 3 columns, for p and q each by themselves, and then p or q.

So, for example, if p is the frequency of blue eyes, so let me say p is equal to the frequency of blue eyes, and q is equal to the frequency of brown eyes, what's p plus q going to be?

We can factor out a 4 as so 4 times p plus 5.

So if you take the antiderivative of the partial of p with respect to y, you're going to end up with p.

So for p and q to be true, remember, that's the symbol for and, both p and q have to be true.

So in that case, p and q will be true, but in the rest of them p and q would be false.

So they both have to be true for p and q to be true.

We're in the second row of the p block, so we start off with 3p2.

So we could say that p is equal to 15 divided into 5 equal groups.

So, the P is common to the first one, therefore, the one. And rP, r

Well y was equal to p times x so y divided by x is gonna be the same as p times x divided by x

So there is a 1 minus p probability that we get failure, that we get 0.

P. So, what you put in th e brackets is many times called Future Value Factor.