Inverse

Reciprocal

So I immediately take the reciprocal of the base.

So they are inverses of each other.

The inverse of that is negative 2.

Notice, I just took the inverse of that.

So I'm just taking the reciprocal of both sides

Not this modern stuff, I hope.

Mother, the book you're reading is upside down.

This is equivalent to 9 4 times the reciprocal of this.

Notice, this and this are the inverse statements.

You drink it from ajug

Sit with your face slightly upturned.

Well actually, we had a row swap here.

And we are left with this is equal to 7 15 times the inverse of the denominator.

Because the period and the frequency are inversions of each other.

This is an upside down isosceles triangle, this is a right side up one.

He has an eye for a wellturned paw, he has.

This is a Casper slide, where the board's upside down.

So we're back to this configuration except that this contraption has flipped over.

So if we have 4 5 here, that'll be 5 4, the reciprocal.

It's a top down hierarchical structure where people wait for government agents to come and this is not effective.

That's the same thing as taking the reciprocal of the base and raising it to the positive exponent.

Just switch the order and take the transpose of each.

Seven of them are exactly the same, and the eighth one is turned upside down.

How do you do that? That's water upside down.

On the left hand with the point of the heart toward the wrist, the wearer is married.

We're changing the division operation to a multiplication, and we're taking the reciprocal of the 7 4.

Within the algorithm, the Jacobian matrix gets inverted only once, and there are three assumptions.

But you have to remember, a negative exponent, it just tells you that it's really just the inverse of the positive exponent.

The reciprocal of 2 3 is 3 2 , and I raise that to the positive third power.

We've already seen that the transpose of this matrix is the same thing as the inverse of this matrix.

10.9 billion dollars in profits, people look at this and say that's a world turned upside down.

It's harder to draw using the tool I'm drawing, but it could also be tilted and rotated around.

This is the port number that is mapped by the NAT to the Teredo client with all bits inverted.

And if you just take the inverse of each of these statements, these ratios are equivalent to saying 1 pond per f minutes.

Once again, immediately when we see that negative in the exponent, the easiest thing to do is just immediately take the reciprocal of the base.

So when take it to the 1 power, all you're essentially doing is getting the reciprocal of the number.

In fact, talk about technology imitating life imitating tech, or maybe it's the other way around.

Two ways to do it, pretty much just changing the order of when you flip versus when you actually calculate the exponent.

The only new thing we've learned, really, is that when you have a negative exponent, it's the same thing as taking the reciprocal of the base and raising it to the positive exponent.

Sit for 5 to 6 minutes with a slightly upturned face, and keep a mild focus between your eyebrows.

Because if you just double this guy, you could imagine if you flip this triangle over, you get the same triangle but it's just upside down and flipped over.

It's a top down hierarchical structure where people wait for government agents to come and this is not effective. And the government doesn't have enough resources.

The moment you sit this way with a slightly upturned face, you will see naturally your focus will shift between your eyebrows.