519 Kessler Street, Grand Prairie, TX 75052
- 3 beds |
- 2 baths |
- 1,901 sqft
Single-Family Home
Built in 1986
6,665sqft lot
2 car garage
$157/sqft
Listed 4 days ago
Property Description
Welcome to 519 Kessler Street in Grand Prairie’s established Westchester community! This home offers a flexible floor plan with a bedroom that could also serve as a private study or home office, plus a cozy wood-burning fireplace and a covered patio perfect for morning coffee, weekend barbecues, or unwinding at the end of the day. The roof is approximately 3 years old, offering an added benefit for the next owner. Enjoy a location that puts shopping, dining, entertainment, and outdoor recreation within easy reach. Spend the day at EpicCentral, play at Chicken N Pickle, enjoy dinner at Vidorra, Whataburger, Cheddars, Chilli's, Denny's and many more restaurants, or shop nearby favorites including IKEA, Grand Prairie Premium Outlets, Traders Village, HomeGoods, Burlington, Petco, and more. Everyday conveniences such as Target, CVS, and Walgreens are also nearby. With Joe Pool Lake and major highways just minutes away, this home combines comfort, flexibility, and convenience in a location that makes everyday living easy.
- Listing Status:
- Active
- Data Last Updated:
- August 15, 2026 at 5:17AM
- Listing Office:
- Lily Moore Realty : 817-344-7034
- Listing Agent:
- Lily Moore :
- Contact:
- 817-344-7034
- MLS ID:
- 21342098

- General: Rain Gutters
- Style: TraditionalDetached
- Pool: None
- Parking: Door-SingleGarage Faces FrontGarageGarage Door Opener
- Roofing: Composition
- Windows: Window Coverings
- General: Brick1Slab
- Originating MLS: NTR
- School District: Grand Prairie ISD
- County: Dallas
- Zoning: WESTCHESTER 2 BLK 26 LT 528243020260050000
- Fencing: FencedWood
- Utilities: Sewer AvailableWater AvailableCable Available
- Water: Public
- Sewer: Public Sewer
- Source: NTR
This listing courtesy of Lily Moore , Lily Moore Realty
Monthly Payment
- Principal & Interest $
- Property Taxes $
- Home Insurance $
- VA Funding Fee $






