GEOO.APP

UTM to Lat/Long

Convert UTM easting/northing and zone back to WGS 84 latitude/longitude

Features

Reverse Projection

Accurately reconstructs lat/long from UTM coordinates

Hemisphere Support

Handles both northern and southern hemisphere inputs

WGS84 Standard

Output compatible with all GPS and mapping systems

Coordinate Conversion

Convert coordinates from UTM system to WGS84 (Lat/Long) system

Format: easting northing zone hemisphere (e.g. 449062.43 4418493.12 50 N)

Related Tools

About

  • UTM coordinates require zone number and hemisphere to uniquely identify a location.
  • Northern hemisphere northing is measured from the equator; southern uses a false northing of 10,000,000m.
  • Conversion uses the inverse Transverse Mercator projection on the WGS84 ellipsoid.
  • Output latitude/longitude are in decimal degrees on the WGS84 datum.

How to Use

  1. 1

    Enter the easting and northing in meters, the zone number (1-60), and select the northern or southern hemisphere — one coordinate set at a time.

  2. 2

    Click Convert and the inverse Transverse Mercator projection is applied on the WGS84 ellipsoid to reconstruct the original geodetic position.

  3. 3

    Copy the latitude and longitude in decimal degrees, ready for GPS devices and any mapping tool. The conversion is free, fast, and local to your browser.

FAQ

QWhy must I supply the zone and hemisphere?

AThe same easting/northing pair exists in all 60 zones, so without the zone the position is ambiguous by whole swaths of the globe. The hemisphere flag decides whether northing is measured from the equator (N) or with a 10,000,000 m false northing (S).

QWhat easting and northing values are considered valid?

AEastings normally run from about 100,000 m to 900,000 m within a zone, with 500,000 m on the central meridian. Northern-hemisphere northings run from 0 at the equator to about 9,328,000 m at 84°N; values far outside these ranges usually indicate a typo or a missing zone digit.

QHow accurate is the reverse projection?

AThe mathematical inversion itself is accurate to millimeters. Real-world limits come from the projection's scale distortion — up to roughly 1:2,500 near zone edges — and from the precision of your source data, not from this tool.