So it is a vector quantity and the direction of the vector is dependant on which way it's spinning.

To solve this one, the three elements you need to determine are the axis, angle of rotation and the sign.

We want to rotate 2 12ths of the way around the circle. So that's 60 degrees.

A half turn counterclockwise and pull it out.

And what I'm going to do is, I'm going to hold it here, and I'm going to spin it.

Reverse scroll direction

Turn her there. All right.

We're in an uncontrolled lateral counterclockwise spin.

The way you think about that, right hand rule

This submenu allows you to changes the orientation of the pages of the document.

What do you see, angel?

We could instead rotate 120 degrees counter clockwise and get the same answer, which would let us put a positive angle.

The options in this section allow you to change the rotation of your screen.

I don't think it's sustainable spiritually either.

I say we turn about.

Since I'm always liking to solve problems,

Then I find the center of the circle around which I'm turning, using the exact same math I just gave you.

To the would be converts

This is a sign of great intelligence.

And so we're rotating towards the east constantly.

Spin... spin... spin...

Keep blinking. Every time you blink, it will switch.

Mirror Horizontally

Mirror Vertically

I now first change the orientation to be the new orientation by adding turn to the old orientation, modal, or 2π.

The second heuristic we're using looks at the 3D problem but without obstacles.

But, here we have one right here.

Call me crazy but I'm actually feeling very good about the future.

Rotation

rotate

Rotate

Rotation

Rotation

Rational

Scatter

Turn!

And gone, too.

Then we go straight again twice. This action over here 5 and 6.

The enemy's plane suddenly turned toward us.

Move your eyes around, blink, maybe close one eye.

And this fiber turns a wire attached to an LED.

Once again, these are X, Y and Z delta X, delta Y, delta Z over time, and the velocities in the different rotational directions, which make a total of 9.

Rsa 471, turn right, heading 274.

I'd like you to make a robot that starts at coordinates 30 and 50, and it heads north, which means its heading direction is pi 2.

And remember, the reason why it wasn't minus 5 pi here is because we're going in a clockwise direction.