5324 S MURRAY RIDGE RD W #111 Active Save Request In-Person Tour Request Virtual Tour
Murray,UT 84123
Key Details
Property Type Townhouse
Sub Type Townhouse
Listing Status Active
Purchase Type For Sale
Square Footage 2,116 sqft
Price per Sqft $292
Subdivision Ridges Of Murray
MLS Listing ID 2044734
Style Split-Entry/Bi-Level
Bedrooms 3
Full Baths 3
HOA Fees $185/mo
Annual Tax Amount $1
Lot Size 4,356 Sqft
Property Description
*NEW TOWNHOMES IN MURRAY ESTIMATED COMPLETION MID JANUARY 2025* TO VIEW THIS MODEL or OPEN HOUSES please come take a tour it at 5314 S Allendale Dr, Murray M-F 10am-5pm / Sat 10-4. Welcome to a cozy yet spacious home designed for comfort and convenience. Enjoy the the inviting living area, which flows seamlessly into the open kitchen and dining space-perfect for hosting or relaxed family meals. The main floor is home to the primary bedroom, providing a private retreat with easy accessibility. Along with a second bedroom and bathroom. A harmonious blend of style and functionality awaits you in this thoughtfully crafted space. *This is an J model. Photos are not of this model or unit* photos are provided for finishes only. Square footage figures are provided as a courtesy estimate only and were obtained from builder plans. Buyer is advised to obtain an independent measurement.
Location
State UT
County Salt Lake
Area Murray; Taylorsvl; Midvale
Zoning Multi-Family
Interior
Heating Gas: Central
Cooling Central Air
Flooring Carpet,Laminate,Tile
Exterior
Exterior Feature Deck; Covered
Garage Spaces 2.0
Utilities Available Natural Gas Connected,Electricity Connected,Sewer Connected,Water Connected
Amenities Available Maintenance,Pets Permitted,Snow Removal,Trash,Water
View Y/N No
Roof Type Asphalt
Building
Story 2
Sewer Sewer: Connected
Water Culinary
Structure Type Asphalt
New Construction Yes
Schools
Elementary Schools Grant
Middle Schools Riverview
High Schools Murray
School District Murray
Others
Monthly Total Fees $185
Acceptable Financing Cash,Conventional,FHA
Listing Terms Cash,Conventional,FHA