This is shifting and reflecting functions.

This is shifting and reflecting functions.

This is shifting and reflecting functions.

I talked about the light from the sun hitting this pond or specularly reflecting off of the surface of this pond and than reflecting off of this paddle to get to our eye and when I said where the light ray was passing in the last video, I said it goes from the sun to this point to this point on the surface cause that's where we saw the reflection and I said, than from that point to this point of the paddle than to our eye that the correction here

It was a black and white film reflecting human life from the point of view of a chicken.

Essentially the graph is monotonic from this point to this point and this point to this point.

It's this point and this point.

So the electric potential difference between this point and this point at this point, it is this value higher.

Because it's reflecting.

What is this distance from this resting point to this resting point there?

How far is this blue point away from this orange point?

Now, this point is clearly equidistant from that point and that point.

How far is this point from that point?

So this point is equivalent to that point.

Select this point

from this point

That's this point.

At this point,

That's this point.

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

This is the point x plus h that's this point right here.

So this point right here is the point a comma 0, and this point right here is the point minus a comma 0.

This is going to be this point right here or this right there, that point.

Construct the midpoint of this point and another point

Apply a similitude mapping this point onto another point

Apply a similitude mapping a point onto this point

I think you're getting the point at this point.

This was the point over here, the point 3,9.

So this point right here's the point 10, 50.

This value becomes the SRS curve point for this particular frequency break point.

let's call that point A, lets call this point B, and let's call this point C right over here.

But, of course, we want to find the limit at this point gets closer and closer to this point, and this point gets closer and closer to that point.

So for example, this could be point A this could be B this would be point C and this right over here could be point D

This particular issue clearly requires further consideration by delegations, and I have left square brackets reflecting this.

This is just algebra this point.

This misses the point.

Tangent at This Point

Attach to this point

and this second point

with this third point

Reflect in this point

Rotate around this point

What is this point?

My point is this

The point is this