1603 Sylvester Road, Houston, TX 77009
- 3 beds |
- 4 baths |
- 2,306 sqft
Single-Family Home
Built in 2025
1,603sqft lot
2 car garage
$221/sqft
Listed 2 days ago
Property Description
Welcome to 1603 Sylvester Road, Houston, TX 77009, an exceptional new construction home offering 2,306 sq. ft. of modern luxury in the highly sought-after Houston Heights neighborhood. This three-story residence features 3 spacious bedrooms, 3 full bathrooms, and a powder room, each thoughtfully designed with premium finishes for comfort, style, and everyday convenience. The open-concept main floor showcases soaring ceilings, abundant natural light, and elegant designer touches throughout. The gourmet kitchen is a chef’s dream, equipped with quartz countertops, a pot filler, stainless steel appliances, soft-close cabinetry, pendant lighting, and a deep farmhouse sink, perfect for cooking, entertaining, or hosting guests. The primary suite offers a serene retreat, complete with a vaulted ceiling, walk-in closet, dual vanity, a soaking tub, and a separate glass-enclosed shower designed for spa-like relaxation. Enjoy premium outdoor living with a private rooftop terrace.
- Listing Status:
- Active
- Date Added:
- May 19, 2026
- Data Last Updated:
- May 21, 2026 at 5:06PM
- Listing Office:
- Texas Signature Realty : 832-876-2093
- Listing Agent:
- Faith Stephen : 1+832-837-0149
- MLS ID:
- 88316020
- General: Balcony
- Style: Contemporary/ModernTraditional
- Parking: AttachedOversizedAdditional ParkingGarage Door OpenerDouble-Wide Driveway
- Roofing: Composition
- General: Spray Foam InsulationCement Siding3Slab on Builders Pier
- Originating MLS: Houston Association of Realtors
- School District: 27 - Houston
- County: Harris
- Zoning: Sylvester Oaks1471970010002
- Fencing: Back YardFull
- Water: PublicWater District
- Sewer: Public Sewer
- Source: Houston Association of Realtors
This listing courtesy of Faith Stephen , Texas Signature Realty
Monthly Payment
- Principal & Interest $
- Property Taxes $
- Home Insurance $
- VA Funding Fee $






