Real Estate Tools
View Local MLS Listings

MLS Listings in
another ZIP Code

Get a Property & Neighborhood Report

Apartments in/near
Courtland

City/Town Names Most Popular Resources Current Weather & 7-Day Forecast 
Preferred Name, USPS
Courtland, CA 95615
Not Acceptable, USPS
Paintersville, CA 95615
Randall Island, CA 95615
Sutter Island, CA 95615

Courtland CA MLS real estate listings Courtland Real Estate
MLS Listings

Apartments in/near Courtland CA Apartments | Job Search

background checks Schools in ZIP Code 95615

background checks Local Area Photos

Weather forecast ZIP Code 95615

The 95615 ZIP Code is centered1 in Sacramento County at latitude 38.316 and longitude -121.554. It is a standard type ZIP Code. Sacramento County is in the Pacific Time Zone (UTC -8 hours) and observes daylight savings time.

ZIP Code Tabulation Area (ZCTA) 95615 has a land area of 23.24 sq. miles and a water area of 0.83 sq. miles for Census 2000. Demographic Profile

Courtland, CA 95615 Map (Interactive ZIP Code Map of 95615 ZIP Code)


Search the map for:
Driving Directions

Courtland Yellow Pages

Courtland Yellow Pages
Business Category or Name:

Popular Searches


Powered by Local.com

Yellow Pages
Courtland, CA

Nearby Cities, Towns & Census Designated Places

Courtland, CA (1.4 miles NW)
Paintersville, CA (1.4 miles WNW)
Vorden, CA (2.7 miles SSE)
Valdez, CA (3.4 miles WNW)
Sorroca, CA (3.6 miles WNW)
Oxford, CA (3.6 miles W)
Hood, CA (4.1 miles NNE)
Hood Junction, CA (4.1 miles NE)
Greendale, CA (4.3 miles NNW)
Point Pleasant, CA (4.9 miles ENE)

Nearby Neighborhoods, Subdivisions & Other Small Populated Places

Morgans Landing, CA (1.4 miles NW)
Randall, CA (2.4 miles NNE)
Woodward, CA (4.9 miles W)
Lund, CA (4.9 miles WNW)
Daisie, CA (4.9 miles W)
Green, CA (5.1 miles WNW)
Coniston, CA (6.8 miles N)
New Hope Landing, CA (7 miles SSE)
Willow Point, CA (7.5 miles N)
New Hope, CA (9.4 miles SE)

ZIP Codes - Key Concepts

1 Keeping the above key concepts in mind, what we informally refer to as the "center" of a ZIP Code is most often actually the centroid of a polygon.