The approximate diameter, it's a three inch (3 ) shell mill

If I were tell you that... Let's say that I were to measure...

I want you to estimate the height of the building.

They notice that this ratio is closer to 3.1.

We are making it look like we were able to measure the combination to the nearest foot.

An amount with which the precision of a measurement can be estimated.

I work as a theoretical physicist.

Pressure

Measure

Measurement tool for Impulse Responses

Measurements counts

Volume accounting

So we're actually measuring each isotope as a different one.

Measurement of an amount of matter.

Readouts are as follows

The desired height in pixels

Crystal structure determination

Set the height of window

Set the height of the cell.

And finally, what type of probing cycle do I want to use

This is a plot of p of x, where the height above of this, where the height of this surface at a particular point, so given a particular x1 x2 values of x2 if x1 equals 2, x equal 2, that's this point.

And it's 0.2236.

A monitor calibration tool

No Accounting

Readouts are as follows...

When they got better tape measures, they measured hey, my diameter's definitely 1.

Weather Station Configuration

In addition to that, we've measured the speed of sound.

Then they kept measuring it better and better and better, and then they realized that they were getting this number, they just kept measuring it better and better and they were getting this number 3.14159.

Maybe the ratio of the circumference to the diameters always fixed for any circle.

Tag Guesser Configuration

But why?

What would you like to measure? What would you like to analyze?

Triangulate his position.

Use my results as a baseline.

So let's say we have a set of numbers. We can consider this to be data.

This guy's measuring the water that this leaves in the stream.

And there is a bright star called Deneb. So let's select Deneb.

The font size in pixels.

(Laughter)

So each of these sections are in degrees so we're measuring in degrees, but I want to be clear degrees aren't the only way to measure angles.

Will keep the height of the crop constant

That again a more creative application could be that you'd want to use it to the measurements of the buildings in each of the two cities to determine whether one was taller but that's only going to be useful if the measurements have the error on the same order of the difference in buildings which is unusual.

Information, too, can be measured and compared using a measurement called 'entropy.'

The color for the angular distance measurement ruler.