Pu‘umāhoe

Pu‘umāhoe is a peak in , and has an elevation of 4,004 metres.
  • Type: Peak with an elevation of 4,004 metres
  • Description: mountain in Hawaii, United States of America
  • Also known as: “Pu’umahoe”, “Puʻumāhoe”, “Puu Mahoe”, and “Puumahoe”

Places of Interest

Highlights include Pu‘uwēkiu and W. M. Keck Observatory.

Volcano
Photo: Wikimedia, CC BY-SA 3.0.
Mauna Kea is a dormant shield volcano on the island of Hawaiʻi. Its peak is 13,803 feet above sea level, making it the highest point in Hawaii and the island with the second highest high point, behind .

Observatory
The is an astronomical observatory with two telescopes at an elevation of 4,145 meters near the summit of in the U.S. state of Hawaii.

Observatory
Photo: Afshin Darian, CC BY 2.0.
The is a 3.2-meter telescope optimized for use in infrared astronomy and located at the Mauna Kea Observatory in .

Pu‘umāhoe

Latitude
19.83588° or 19° 50′ 9″ north
Longitude
-155.46069° or 155° 27′ 39″ west
Elevation
4,004 metres (13,136 feet)
Open location code
73F6RGPQ+9P
Open­Street­Map ID
node 7727407179
Open­Street­Map feature
natural=­peak
Geo­Names ID
5853321
Wiki­data ID
Q49065504
This page is based on OpenStreetMap, GeoNames, Wikidata, and Wikimedia Commons.
We’d love your help improving our open data sources. Thank you for contributing.

Satellite Map

Discover Pu‘umāhoe from above in high-definition satellite imagery.
© Stadia Maps, Airbus DS, CNES, PlanetObserver, and Copernicus

In Other Languages

From Cebuano to Hawaiian—“Pu‘umāhoe” goes by many names.
  • Cebuano: “Pu‘umāhoe (bukid sa Estados Unidos, Hawaii County)”
  • Cebuano: “Pu‘umāhoe”
  • Dutch: “Puʻumāhoe”
  • Hawaiian: “Pu‘umāhoe”

Places with the Same Name

Discover other places named “Pu‘umāhoe”.

Localities in the Area

Explore places such as Hanaipoe and Halepiula.

Notable Places Nearby

Highlights include Canada-France-Hawaii Telescope and Pu‘ukea.

Hawaii: Must-Visit Destinations

Delve into Honolulu, Kauai, Hilo, and Molokai.

Curious Peaks to Discover

Uncover intriguing peaks from every corner of the globe.