8617 Sandy Park Drive Fort Worth, TX 76179

UPDATED:
Key Details
Property Type Single Family Home
Sub Type Single Family Residence
Listing Status Active
Purchase Type For Sale
Square Footage 1,892 sqft
Subdivision Bailey Park
MLS Listing ID 21214606
Bedrooms 4
Full Baths 2
HOA Fees $600/ann
HOA Y/N Mandatory
Year Built 2022
Annual Tax Amount $7,562
Lot Size 6,751 Sqft
Acres 0.155
Property Sub-Type Single Family Residence
Property Description
Situated on a premium lot, you'll enjoy added privacy and room to relax or entertain outdoors. The thoughtfully designed split-bedroom layout creates a sense of separation and flow, making the home feel even larger than its footprint while providing ideal privacy for the primary suite.
The open-concept living areas are perfect for gathering, with natural light pouring in and seamless transitions between the kitchen, dining, and living spaces. Located within the highly sought-after EMISD School District, this home is nestled in an amenity-rich community featuring a resort-style pool, a wonderful playground, and scenic walking trails—perfect for enjoying the outdoors and connecting with neighbors.
This is a rare opportunity to own a beautifully designed and meticulously maintained home on a premium lot in a desirable location—don't miss your chance to make it yours!
Location
State TX
County Tarrant
Direction GPS Friendly
Rooms
Dining Room 1
Interior
Interior Features Eat-in Kitchen, Kitchen Island, Pantry, Walk-In Closet(s)
Appliance Microwave, Refrigerator
Exterior
Garage Spaces 2.0
Utilities Available All Weather Road, City Sewer, City Water
Total Parking Spaces 2
Garage Yes
Building
Story One
Level or Stories One
Structure Type Brick
Schools
Elementary Schools Bryson
Middle Schools Creekview
High Schools Boswell
School District Eagle Mt-Saginaw Isd
Others
Acceptable Financing Cash, Conventional, FHA, VA Loan
Listing Terms Cash, Conventional, FHA, VA Loan
Virtual Tour https://www.zillow.com/view-imx/dd714908-b366-46fb-ad63-f2605bf2ea26?wl=true&setAttribution=mls&initialViewType=pano

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