Symmetrical its central body mass.

And where did that word come from?

Do you mind if we view the axial images?

And that's taking the integral.

It's an irregular object oscillating about its own axis

Fahrenheit. That's about what, 20 Celsius, I think.

So that is my y axis, and this is my x axis.

So let's graph it.

So I'll just draw this kind of a general graph right here.

Then you can harvest the kernels, and then you just need a few kernels.

So that's the real part.

Axes

Scales

Axis

Axes

All right, there we go.

It's going to look something like that.

Vertical Scale

Horizontal Scale

Vertical scale

Horizontal scale

X Axis

Y Axis

Axes labels

x Axis

y Axis

Major Axis

Minor Axis

X Axis

Y Axis

Z Axis

So let's draw this.

And what I'm showing you here are some curves which are performance curves where on the Y axis we're, there is some measure of performance, which is, what percentage of the object were classified correctly?

It's going to be in the negative quadrant.

This is going to be this function evaluated at c.

This is the horizontal axis over here is the x axis

Let me draw it like this.

And if you want to care about x, y's, and z's, let's say that this is the z axis.

All the values we can see in this particular have one or more channels at the maximum.

You could make the vertical axis.

Let me draw my axes here.

Later we will check and adjust the B axis home position

Timeline

Segment Axis

Axis width