Kundiawa-Gembogl District

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Kundiawa-Gembogl District
Papua New Guinea location map.svg
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Kundiawa-Gembogl District
Location within Papua New Guinea
Coordinates: 6°01′S144°58′E / 6.017°S 144.967°E / -6.017; 144.967
Country Papua New Guinea
Province Chimbu Province
Capital Kundiawa
Area
  Total475 km2 (183 sq mi)
Population
 (2011 census)
  Total78,521
  Density170/km2 (430/sq mi)
Time zone UTC+10 (AEST)

Kundiawa-Gembogl District is a district of the Simbu Province of Papua New Guinea. Its capital is Kundiawa. The population was 78,521 at the 2011 census. [1]

Papua New Guinea Constitutional monarchy in Oceania

Papua New Guinea, officially the Independent State of Papua New Guinea is a country in Oceania that occupies the eastern half of the island of New Guinea and its offshore islands in Melanesia, a region of the southwestern Pacific Ocean north of Australia. Its capital, located along its southeastern coast, is Port Moresby. The western half of New Guinea forms the Indonesian provinces of Papua and West Papua. It is the world's 3rd largest island country with 462,840 km2 (178,700 sq mi).

Kundiawa Place in Simbu Province, Papua New Guinea

Kundiawa is the capital of Simbu Province, Papua New Guinea, with a population of 8,147. It lies along the Highlands Highway approximately halfway between Goroka and Mount Hagen, respectively the capitals of the Eastern Highlands and Western Highlands provinces.

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References

Coordinates: 6°01′S144°58′E / 6.017°S 144.967°E / -6.017; 144.967

Geographic coordinate system Coordinate system

A geographic coordinate system is a coordinate system that enables every location on Earth to be specified by a set of numbers, letters or symbols. The coordinates are often chosen such that one of the numbers represents a vertical position and two or three of the numbers represent a horizontal position; alternatively, a geographic position may be expressed in a combined three-dimensional Cartesian vector. A common choice of coordinates is latitude, longitude and elevation. To specify a location on a plane requires a map projection.