I think you see what I did.

If you multiply each of these terms by r, you multiply r to the first times r you get r squared.

It was just that equation with one regression coefficient in it.

Well, you get r1 minus 0, so you get r to the first power minus nothing there.

DVD R Dual Layer

DVD R Dual Layer Sequential

DVD R Dual Layer Jump

So the percentage of variance explained is exactly the same.

You remember that if a circle is centered at 0, the standard form would be x squared plus y squared is equal to r squared.

Remember the original formula I just showed you. x squared plus y squared is equal to r squared.

P of happiness given S and R times P of S and R, which is of course the product of those 2 because they are independent, plus P of happiness given not S R, probability of not as R plus P of H given S and not R times the probability of P of S and not R plus the last case,

Plus what's 25r divided by 5r?

So r times s is going to be equal to what?

And I will switch colors.

2x squared.

Again, there's variance in the population, sigma squared.

We only have 1x squared terms, so let's write that down.

Look what's in the numerator, sum of cross products.

So, the slope for time is 1,382, but that's assuming an average number of publications, and it's assuming that the effects are additive.

And that would give us the sum of squared residuals.

So that becomes the new P, so I could write Pe to the r, and it's going to and that new principal is going to compound for another year.

OK, now we can simplify.

Lynn example.

So it turns out the inertia, which governs angular motion, scales as a fifth power of R.

I swapped the sides.

Arthur Benjamin

AB 23 squared, OK. Audience

If you have a circle centered at 0, its equation is x squared plus y squared is equal to r squared.

So that is going to be one over 2M of, my usual cost function.

So the standard deviation is one half and the variance sigma squared would therefore be the square of 0.5 would be 0.25.

So we put in one density.

And then you keep doing that all the way, you multiply r see there's an r to the n minus one here you multiply that times r, you get r to the n.

AB 987 squared is 974,169.

57,683 squared.

So I've added two more checkboxes type checkbox and I've made their names be r and s .

The taxi picked up two passengers.

We learned in the last video that the equation of a circle is x squared and a circle centered at the origin. x squared plus y squared is equal to r squared.

It's going to look like that.

It's worth twice as much.

Let's consider this first case where we had a new node and an edge between them, and it's still a planar graph.

So let me put this in numbers and ask you the challenging question of what's the probability of a raise given that I'm happy and it's sunny?

So the first thing we want to do is we want to figure out what our r value is.

This gives me the multi, the element wise squaring of

I'll assume that these events are independent.

And I think you're familiar with what that looks like.