1006 Voca Drive, Forney, TX 75126
- 4 beds |
- 3 baths |
- 2,489 sqft
Single-Family Home
Built in 2021
6,142sqft lot
2 car garage
$135/sqft
Listed 1 day ago
Property Description
Welcome to 1006 Voca Drive, a beautifully remodeled four-bedroom, three-bath home nestled in the desirable Travis Ranch area of Forney. Thoughtfully updated from top to bottom, this move-in-ready residence blends fresh modern finishes with the warmth and functionality of everyday living. Step inside to a bright, open-concept floor plan designed for both entertaining and comfortable family life. The refreshed kitchen serves as the heart of the home, flowing seamlessly into the main living and dining spaces and creating an inviting atmosphere for gatherings large and small. Generously sized bedrooms offer flexibility for family, guests, a home office, or playroom, while three beautifully updated bathrooms bring a polished, contemporary feel throughout the home. Fresh finishes, abundant natural light, and thoughtful improvements give the entire residence a clean, elevated look. Located in the Travis Ranch area, just minutes from shopping, dining, schools, Lake Ray Hubbard, and major routes into the Dallas–Fort Worth Metroplex, 1006 Voca Drive offers the opportunity to enjoy a fully remodeled home in one of Forney’s established residential communities
- Listing Status:
- Active
- Data Last Updated:
- August 16, 2026 at 11:19PM
- Listing Office:
- Agency Dallas Park Cities, LLC : 336-743-0336
- Listing Agent:
- Ryan OConnor :
- MLS ID:
- 21361051

- Style: Detached
- Pool: None
- Parking: DrivewayGarage
- General: 2
- HOA Amenities: All Facilities350.0Annually
- Originating MLS: NTR
- School District: Forney ISD
- County: Kaufman
- Zoning: TRAVIS RANCH PH 2E2BLOCK ELOT 16; & HOUSE204878
- Utilities: Sewer AvailableWater Available
- Water: Public
- Sewer: Public Sewer
- Source: NTR
This listing courtesy of Ryan OConnor , Agency Dallas Park Cities, LLC
Monthly Payment
- Principal & Interest $
- Property Taxes $
- Home Insurance $
- VA Funding Fee $






