The diameter of Earth, measured around the equator, is 12,756 km (7,926 mi). since there are 3600 minutes in a circle (60 x 60 degrees = 3600 minutes), each minute represents a distance of 3.543 km (about 2.2 mi).
... or a nautical mile!
That's like asking "How many different marks are there in one foot ?"
You can split up one minute of longitude into as many tiny pieces as you
want to, and draw a line at the edges of each tiny piece. There is no official,
standard set of lines.
That was the original definition of the nautical mile, but it's not exact.
1.15 statute miles (1.85 km) is pretty close.
1.15 mi. approx.
about 69 miles
At the equator, the circumference of the Earth is 40,075.16 km ( 24,901.55 miles). Divide that into 360 equal pieces to get the distance for each one degree of longitude. A degree of longitude at the equator is equal to 111.32 km.
1° of longitude along the equator measures 110.5 km.
Only at the equator. The linear distance covered by 1 degree of longitude gets progressively smaller as you progress towards the poles, but 1 degree of latitude remains constant.
The lines of latitude represent degrees of arc being 111 kilometers per degree on the Earths surface. (111111.111 meters). That is how the meter was defined. Lines of longutude have this size on the equator but the lines converge at the poles where the distance between them becomes zero. So on maps, you will see that the distance of lines of latitude are always the same but those of longitude are smaller as distance increases away fro the equator.
The Earth is not a perfect sphere; it is slightly flattened at the poles and bulging at the equator due to its rotation. This shape, known as an oblate spheroid, causes the distance between lines of longitude to decrease towards the poles. As a result, there is a difference in the number of nautical miles for 1 degree of longitude between the equator and the poles.
At the equator, the circumference of the Earth is 40,075.16 km ( 24,901.55 miles). Divide that into 360 equal pieces to get the distance for each one degree of longitude. A degree of longitude at the equator is equal to 111.32 km.
The linear distance across each degree of longitude at the equator is about 60 miles. That's as far apart as those lines of longitude get. As the lines of longitude run north (or south) to the north (south) pole, they converge until they all meet at the pole. That translates like this: the linear distance separating each degree of longitude is a maximum at the equator, and decreases to zero at the pole.
1° of longitude along the equator measures 110.5 km.
Only at the equator. The linear distance covered by 1 degree of longitude gets progressively smaller as you progress towards the poles, but 1 degree of latitude remains constant.
The lines of latitude represent degrees of arc being 111 kilometers per degree on the Earths surface. (111111.111 meters). That is how the meter was defined. Lines of longutude have this size on the equator but the lines converge at the poles where the distance between them becomes zero. So on maps, you will see that the distance of lines of latitude are always the same but those of longitude are smaller as distance increases away fro the equator.
111km
The Earth is not a perfect sphere; it is slightly flattened at the poles and bulging at the equator due to its rotation. This shape, known as an oblate spheroid, causes the distance between lines of longitude to decrease towards the poles. As a result, there is a difference in the number of nautical miles for 1 degree of longitude between the equator and the poles.
That's going to depend on how far you are north or south of the equator. The distance between any two meridians of longitude is maximum along the equator, and it shrinks to zero at the poles, where all meridians of longitude converge (come together). One degree of longitude represents about 111.2 km (69.1 miles) on the equator. Anywhere else on earth, it would be 111.2 multiplied by the cosine of your latitude.
1 degree of latitude represents the same distance everywhere . . . about 111 km. 1 degree of longitude represents a distance of (111 km) x (cosine of the latitude). That's about 111 km along the equator and dwindles to zero at the poles, because all of the longitudes converge (meet, come together) at the poles.
One degree of longitude is approximately 69 miles (111 km) apart at the equator; since they converge at the North and South Poles, the distance gets smaller as they near the poles.
Nothing. A change of 1 degree of latitude corresponds to a distance of about 69 miles, regardless of where on the earth you begin. The above answer is not exactly correct. Because the earth is ellipsoid rather than spherical (meaning it is slightly flattened at the poles), there is a slight difference in distance. It is closer to 68miles at the equator and 69miles at the poles. The flattened effect makes the distance increase slightly toward the poles.
1" in latitude represents a distance of about 102 feet. 1" of longitude represents a distance of about 102 feet along the equator. The farther from the equator you are, the shorter 1" of longitude becomes. At the north and south poles, all longitudes converge in one point.