27525 Emory Court Menifee, CA 92586
Listing Courtesy of: CRMLS / Lorenda York Realty / Lorenda York

  27525 Emory Court Menifee, CA 92586

Sold
$240,000
2
BED
2
BATH
1,328
SQFT
MLS #:
SW20000371
Lot Size
6,534 SQFT
Type
Single-Family Home
Year Built
1977
Views
Hills
School District
Menifee Union
County
Riverside County

Listed By

Lorenda York, Lorenda York Realty
Bought with
Shirley Woods, DRE #01281168 CA, Coldwell Banker Assoc.brkr-Mur
Source
CRMLS
Last checked Oct 18 2024 at 6:25 AM PDT
Bathroom Details
  • Full Bathrooms: 2
Interior Features
  • Master Bedroom
  • Master Bathroom
  • Main Floor Master Bedroom
  • Main Floor Bedroom
  • Living Room
  • Kitchen
  • Galley Kitchen
  • Family Room
  • All Bedrooms Down
  • Laundry: Individual Room
Lot Information
  • Cul-De-Sac
Property Features
  • Fireplace: Family Room
Heating and Cooling
  • Central
  • Gas
  • Central Air
Pool Information
  • Vinyl
  • In Ground
  • Filtered
  • Private
Homeowners Association Information
  • Dues: $370
Utility Information
  • Sewer: Public Sewer
Stories
  • 1
Disclaimer: Based on information from California Regional Multiple Listing Service, Inc. as of 2/22/23 10:28 and /or other sources. Display of MLS data is deemed reliable but is not guaranteed accurate by the MLS. The Broker/Agent providing the information contained herein may or may not have been the Listing and/or Selling Agent. The information being provided by Conejo Simi Moorpark Association of REALTORS® (“CSMAR”) is for the visitor's personal, non-commercial use and may not be used for any purpose other than to identify prospective properties visitor may be interested in purchasing. Any information relating to a property referenced on this web site comes from the Internet Data Exchange (“IDX”) program of CSMAR. This web site may reference real estate listing(s) held by a brokerage firm other than the broker and/or agent who owns this web site. Any information relating to a property, regardless of source, including but not limited to square footages and lot sizes, is deemed reliable.