Find Location by Latitude and Longitude Calculator
Coordinates Input
Enter the latitude and longitude in Degrees, Minutes, and Seconds (DMS) format to find the location and convert to decimal degrees.
0 to 90
0 to 59
0 to 59.9999
0 to 180
0 to 59
0 to 59.9999
Calculated Location:
Formula: Decimal Degrees = Degrees + (Minutes / 60) + (Seconds / 3600). The sign is positive for North/East and negative for South/West.
Coordinate Values Visualization
Bar chart showing the relative magnitudes of Degrees, Minutes, and Seconds for Latitude and Longitude.
What is Finding Location by Latitude and Longitude?
Finding location by latitude and longitude involves using a coordinate system to specify any point on Earth’s surface. Latitude lines run horizontally (east-west) and measure distance north or south of the Equator (0° latitude), while longitude lines run vertically (north-south) and measure distance east or west of the Prime Meridian (0° longitude, passing through Greenwich, England).
This system allows for precise identification of locations. The find location by latitude and longitude calculator helps you convert the common Degrees, Minutes, Seconds (DMS) format to Decimal Degrees (DD), which are easier to use in digital maps and GPS systems, and provides a direct link to the location on a map. Anyone needing to pinpoint a location, from geographers and navigators to hobbyists and travelers, can use this system and our calculator.
Common misconceptions include thinking latitude and longitude are distances in miles or kilometers directly; they are angular measurements that can be converted to distances depending on the location on Earth.
Latitude and Longitude Formula and Mathematical Explanation
Latitude and longitude are often expressed in Degrees (°), Minutes (‘), and Seconds (“). Each degree is divided into 60 minutes, and each minute is divided into 60 seconds.
To convert from DMS to Decimal Degrees (DD), we use the following formulas:
Decimal Latitude = (Degrees + Minutes/60 + Seconds/3600) * sign
Decimal Longitude = (Degrees + Minutes/60 + Seconds/3600) * sign
The ‘sign’ is +1 for North (N) latitude and East (E) longitude, and -1 for South (S) latitude and West (W) longitude.
Our find location by latitude and longitude calculator performs this conversion for you.
Variables Table
| Variable | Meaning | Unit | Typical Range |
|---|---|---|---|
| Latitude Degrees | Whole degrees north or south of the Equator | Degrees (°) | 0 – 90 |
| Latitude Minutes | Minutes part of the latitude | Minutes (‘) | 0 – 59 |
| Latitude Seconds | Seconds part of the latitude | Seconds (“) | 0 – 59.9999 |
| Latitude Direction | North (N) or South (S) | N/A | N or S |
| Longitude Degrees | Whole degrees east or west of the Prime Meridian | Degrees (°) | 0 – 180 |
| Longitude Minutes | Minutes part of the longitude | Minutes (‘) | 0 – 59 |
| Longitude Seconds | Seconds part of the longitude | Seconds (“) | 0 – 59.9999 |
| Longitude Direction | East (E) or West (W) | N/A | E or W |
| Decimal Latitude | Latitude in decimal format | Degrees | -90 to +90 |
| Decimal Longitude | Longitude in decimal format | Degrees | -180 to +180 |
Variables used in the find location by latitude and longitude calculator and their meanings.
Practical Examples (Real-World Use Cases)
Example 1: Eiffel Tower, Paris
The Eiffel Tower is located at approximately:
- Latitude: 48° 51′ 29.8″ N
- Longitude: 2° 17′ 40.2″ E
Using the find location by latitude and longitude calculator (or manual conversion):
Decimal Latitude = 48 + 51/60 + 29.8/3600 ≈ 48.858278
Decimal Longitude = 2 + 17/60 + 40.2/3600 ≈ 2.294500
So, the coordinates are approximately 48.8583 N, 2.2945 E.
Example 2: Statue of Liberty, New York
The Statue of Liberty is located at approximately:
- Latitude: 40° 41′ 21.4″ N
- Longitude: 74° 02′ 40.2″ W
Using the find location by latitude and longitude calculator:
Decimal Latitude = 40 + 41/60 + 21.4/3600 ≈ 40.689278
Decimal Longitude = (74 + 2/60 + 40.2/3600) * -1 ≈ -74.044500
So, the coordinates are approximately 40.6893 N, 74.0445 W (or +40.6893, -74.0445).
How to Use This Find Location by Latitude and Longitude Calculator
- Enter Latitude Details: Input the degrees (0-90), minutes (0-59), and seconds (0-59.9999) for the latitude. Select the direction (North or South).
- Enter Longitude Details: Input the degrees (0-180), minutes (0-59), and seconds (0-59.9999) for the longitude. Select the direction (East or West).
- Calculate: Click the “Calculate” button.
- View Results: The calculator will display the latitude and longitude in decimal degrees and provide a link to view the location on Google Maps.
- Reset: Use the “Reset” button to clear the fields to their default values.
- Copy: Use the “Copy Results” button to copy the decimal coordinates and map link.
The results from the find location by latitude and longitude calculator give you the precise coordinates in a format widely used by mapping services.
Key Factors That Affect Latitude and Longitude Results
- Accuracy of Input: The precision of the degrees, minutes, and especially seconds you input directly affects the accuracy of the decimal conversion and the pinpointed location.
- Geodetic Datum: Coordinates are relative to a datum (like WGS84, used by GPS). While our calculator does the conversion, the original source of your DMS coordinates should ideally be based on a known datum for highest accuracy when mapping. Most modern systems use WGS84.
- Precision of Seconds: A small change in seconds can correspond to a significant distance on the ground (up to about 30 meters for one second of latitude).
- Correct Direction (N/S, E/W): Selecting the wrong direction will place the location in a completely different hemisphere or side of the Prime Meridian.
- Input Format: Ensure you are entering values in the correct fields (degrees in degrees field, minutes in minutes, etc.).
- Rounding: The number of decimal places used in the seconds or the final decimal degrees can affect precision. Our find location by latitude and longitude calculator aims for high precision.
Frequently Asked Questions (FAQ)
Latitude and longitude are coordinates in a geographic coordinate system that specify a point on the Earth’s surface. Latitude measures north-south position, and longitude measures east-west position.
DMS stands for Degrees, Minutes, Seconds. It’s a way to express angular measurements, commonly used for latitude and longitude (e.g., 40° 41′ 21.4″ N).
Decimal Degrees (DD) is another way to express latitude and longitude, using decimal fractions of a degree instead of minutes and seconds (e.g., 40.689278° N). Our find location by latitude and longitude calculator converts DMS to DD.
The calculation itself is accurate. The accuracy of the pinpointed location depends entirely on the accuracy of the latitude and longitude values you provide.
The calculator performs a mathematical conversion from DMS to DD. It doesn’t inherently assume a datum, but the resulting decimal degrees are most commonly used with the WGS84 datum in services like Google Maps.
Latitude and longitude define a point on the Earth’s surface (or a reference ellipsoid), but they do not include altitude (height above or below sea level). You need a separate elevation dataset or GPS reading for altitude.
This specific find location by latitude and longitude calculator is designed for DMS to DD conversion. We may offer a reverse calculator elsewhere.
You can enter the decimal part of the minutes into the seconds field after converting (e.g., 40° 41.356′ N becomes 40° 41′ and 0.356*60 = 21.36″).
Related Tools and Internal Resources
- Distance Between Two Coordinates Calculator: Calculate the distance between two points given their latitude and longitude.
- Bearing Between Two Points Calculator: Find the bearing or azimuth between two coordinates.
- DMS to Decimal Degrees Converter: A dedicated tool for converting DMS to DD (similar to this page’s calculator function).
- Decimal Degrees to DMS Converter: Convert decimal degrees back to Degrees, Minutes, Seconds.
- What is My Latitude and Longitude?: An article explaining how to find your current coordinates.
- Understanding Map Projections: Learn how the spherical Earth is represented on flat maps.