For those of us with no real navigation experience, encountering longitude and latitude coordinates is usually the result of some hiccup using Google Maps. 40.722272, -73.994194? What? Where the heck is that? Why are there so many digits after the decimal?

We're here to help. And because one degree of longitude and latitude can actually represent very different distances, we might as well start with the very, very basics.

**Latitude** specifies the north-south position. The equator is 0°, the north pole 90°, and the south pole -90°. Latitude lines drawn on a globe resemble a stack of circles of difference sizes, with the largest at the equator.

**Longitude **specifies the earth-west position. For no reason other than an accident of history, the Prime Meridian, which runs through Greenwich, England, is 0°. Longitude goes up to 180° east and 180° west. Every longitude line runs through both the north and south pole.

Knowing these definitions, you can pretty easily convert differences in longitude and latitude to distances—if you know the the radius of the Earth off the top of your head *and* can do trigonometry on the fly. But here's the shortcut for everyone else.

At the equator, one degree of longitude and latitude both cover about **111 kilometers**, or just under 70 miles. When we get away from the equator, this starts getting tricky.

*Longitude lines. **Pearson Scott Foresman/Creative Commons*

As you approach the poles, the distance represented by one degree of difference in longitude gets to zero. This is easy to understand if you envision a globe painted with longitudinal lines, each one a ring passing through the north and south pole. At these poles—the "ends of the Earth"—the lines are all scrunched up next to each other, and the distance represented by one degree of longitude is effectively zero. Here's a table summarizing how one degree of longitude changes from the equator to the poles.

But one degree of *latitude* stays, more the less, the same at 111 kilometers. The ever-interesting Jason Kottke has dug up a comment on Stack Exchange, which tells us exactly what the digits in a latitude reading can tell us. It's a fascinating way to understand the scale of the coordinate system and the things it helps us locate.

The

units digit(one decimal degree) gives a position up to 111 kilometers (60 nautical miles, about 69 miles). It can tell us roughly what large state or country we are in.The

first decimal placeis worth up to 11.1 km: it can distinguish the position of one large city from a neighboring large city.The

second decimal placeis worth up to 1.1 km: it can separate one village from the next.The

third decimal placeis worth up to 110 m: it can identify a large agricultural field or institutional campus.The

fourth decimal placeis worth up to 11 m: it can identify a parcel of land. It is comparable to the typical accuracy of an uncorrected GPS unit with no interference.The

fifth decimal placeis worth up to 1.1 m: it distinguish trees from each other. Accuracy to this level with commercial GPS units can only be achieved with differential correction.The

sixth decimal placeis worth up to 0.11 m: you can use this for laying out structures in detail, for designing landscapes, building roads. It should be more than good enough for tracking movements of glaciers and rivers. This can be achieved by taking painstaking measures with GPS, such as differentially corrected GPS.

Read the whole post to find out what thirteen decimal places can mean. [Stack Exchange]

*Top image: Strebe/**Creative Commons*

## DISCUSSION

Since the latitude circles get smaller the farther you get from the equator, I always thought it was degrees of latitude that get closer together the nearer you get to the poles.