Mount Lee
Mount Lee is a peak in the Santa Monica Mountains, located in Griffith Park in Los Angeles, California, USA. The Hollywood Sign is located on its southern slope.| Tap on a place to explore it |
Photo: Downtowngal, CC BY-SA 3.0.
- Type: Peak with an elevation of 1,709 feet
- Description: mountain in the Santa Monica Mountains of California, United States
- Also known as: “Mt. Lee”
- Address: Mount Lee Drive, Los Angeles, CA 90068
Places of Interest
Highlights include Hollywood Sign and Cahuenga Peak.
Hollywood Sign
Photo: Der Wolf im Wald, CC BY-SA 3.0.
The Hollywood Sign is an American landmark and cultural icon overlooking Hollywood, Los Angeles. Originally the Hollywoodland Sign, it is situated on Mount Lee, above Beachwood Canyon in the Santa Monica Mountains.
Cahuenga Peak
Peak
Photo: Junkyardsparkle, CC0.
Cahuenga Peak is the 12th-highest named peak in the Santa Monica Mountains and is located just west of the Hollywood Sign. Cahuenga Peak is the highest peak in Griffith Park.
Hollywood Reservoir
Reservoir
Photo: Clinton Steeds, CC BY 2.0.
Hollywood Reservoir is a reservoir located in the Hollywood Hills, situated in the Santa Monica Mountains and north of the Hollywood neighborhood of Los Angeles, California.
Places in the Area
Nearby places include Beachwood Canyon and Hollywood Dell.
Beachwood Canyon
Neighborhood
Photo: Downtowngal, CC BY-SA 3.0.
Beachwood Canyon is a community in the Hollywood Hills, in the northern portion of Hollywood in Los Angeles, California. The upper portion of the canyon is the Hollywoodland community that was advertised in the 1920s by the original of what is now known as the Hollywood Sign.
Hollywood Dell
Neighborhood
The Hollywood Dell is a residential neighborhood located in the Hollywood Hills section of Los Angeles, California, in the lower eastern Santa Monica Mountains.
Hollywood Hills
Quarter
The Hollywood Hills is a residential neighborhood in the central region of Los Angeles, California. It borders Studio City, Universal City and Burbank on the north, Griffith Park on the north and east, Los Feliz on the southeast, Hollywood on the south and Hollywood Hills West on the west.
Mount Lee
- Categories: mountain and landform
- Location: Los Angeles, Southern California, California, United States, North America
- View on OpenStreetMap
Latitude
34.13458° or 34° 8′ 5″ northLongitude
-118.32197° or 118° 19′ 19″ westElevation
1,709 feet (521 metres)Open location code
85634MMH+R6OpenStreetMap ID
node 2128388635OpenStreetMap feature
natural=peak
This page is based on OpenStreetMap, GeoNames, Wikidata, Wikimedia Commons, and Wikipedia.
We’d love your help improving our open data sources. Thank you for contributing.
Satellite Map
Discover Mount Lee from above in high-definition satellite imagery.
In Other Languages
From Cebuano to Urdu—“Mount Lee” goes by many names.
- Cebuano: “Mount Lee (bukid sa Estados Unidos, California)”
- Cebuano: “Mount Lee”
- Chinese: “李山 (加利福尼亚州)”
- Chinese: “李山 (加利福尼亞州)”
- Chinese: “李山”
- Czech: “Mount Lee”
- Dutch: “Mount Lee”
- Egyptian Arabic: “جبل مونت لى (امريكا)”
- Egyptian Arabic: “جبل مونت لى”
- French: “mont Lee”
- French: “Mont Lee”
- German: “Mount Lee”
- Japanese: “リー山”
- Ladin: “Mount Lee”
- Persian: “مانت لی”
- Portuguese: “Mount Lee”
- Spanish: “Monte Lee”
- Tagalog: “Bundok Lee”
- Urdu: “ماؤنٹ لی”
Places with the Same Name
Discover other places named “Mount Lee”.
Localities in the Area
Explore places such as The Wizarding World of Harry Potter and Springfield U.S.A..
Notable Places Nearby
Highlights include Hugh Hefner Overlook and The Last House on Mulholland.
Los Angeles: Must-Visit Destinations
Delve into Hollywood, San Gabriel Valley, San Fernando Valley, and Long Beach.
Curious Places to Discover
Uncover intriguing places from every corner of the globe.
About Mapcarta. Data © OpenStreetMap contributors and available under the Open Database License". Text is available under the CC BY-SA 4.0 license, except for photos, directions, and the map. Description text is based on the Wikipedia page “Mount Lee”. Photo: Downtowngal, CC BY-SA 3.0.