Fine Structure Constant

So at the same time that in telophase II these get pulled part, you have the cytokinesis.

It will create huge opportunities in technology.

Differentiation

In our world we use about 350 polymers to make all this.

You've already dealt with vectors.

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Justice Robert H. Jackson

Let me show you a video of what that does to the cell.

Here we just use our implicit differentiation skills.

Eventually, this capital delta

And our anatomists are going to go in and take a deeper look at this.

If psi is a function of x and y, and I would take not a partial derivative, I would take the full derivative of psi with respect to x, it's equal to the partial of psi with respect to x, plus the partial of psi with respect to y, times dy dx.

That's what a differential essentially is.

I expect you to see.

And we're done.

Plus the derivative of this with respect to x is easy, 2.

But this you could almost use differential notation. dy is a differential and dx is a differential.

That's what this playlist will deal with, ordinary differential equations.

So, when we look at cells, this is how we really got involved in biology and sciences, by looking at living cells in the microscope.

And we found only 173 genes common to all 13 organisms.

So there's two big classifications.

Cell division

Similarly, this is going to be the partial derivative of psi, with respect to y, but when we do the test, we take the partial of it with respect to x so we get that mixed derivative.

Before each and every exam I would take like two days

So plus f1 of x, that's just the first function, times the derivative of the second function.

So it's first order.

We took psi, up here, we treated the functions of x as a constant, and we just took the partial derivative with respect to y.

And, in addition to the coarse scale geometry, they also used all of that detail to create a set of what are called displacement maps that animate as well.

But anyway, so this can also be written as the partial of y, with respect to x sorry, the partial of y, and then we took the partial of that with respect to x.

Երկու ցենտրիոլներ, որոնք ուղղահայաց են իրար նկատմամբ կազմում են ցենտրոսոմ, և նրանք այսպես ասած ղեկավարում են միկրոխողովակներին, երբ մենք սկսենք բաժանել բջիջը մեյոզի ու միտոզի

So, let's see what this, this equation will do.

So what is a linear second order differential equation?

Homogeneous differential equation.

So we'll just assume that that is our psi.

They say that y of 0 is equal to negative 1.

celermitosis.

Oil on canvas can never paint a petal so delicate.

No, I'm being told, No.

So let's figure out what that is in terms of the derivatives of v.

So if this is an exact equation, if this is the exact equation, if we were take the partial of this, with respect to y, right?

And then you have to multiply that times the derivative of y with respect x, which is just y prime.

Or if we use calculus terminology we would view it as the derivative.

Or if you wanted to write it out, psi is this thing.

And I think this whole notion of these skills should be taught.