16263 Sheridan River Trail, Conroe, TX 77302
- 5 beds |
- 4 baths |
- 3,336 sqft
Single-Family Home
Built in 2026
—— sqft lot
2 car garage
$169/sqft
Listed 1 day ago
Property Description
Welcome to Evergreen, the master-planned community that offers "Good Natured Living" in Conroe! Nestled off SH-242 and surrounded by lush trees, this community offers a serene escape from the hustle and bustle of everyday life. This two-story brick & stone home sits on a spacious 55' homesite with canal views. Inside, you will find 5 bedrooms & 4 baths, plus a game room. The gourmet kitchen offers built-in appliances and a large quartz island, perfect for culinary enthusiasts. The dining & family areas open to an extended covered patio, creating space for outdoor relaxation. The primary suite features a charming bay window, a spa-like bath, & a walk-in closet. An additional bedroom with a full bath is conveniently located on the first floor, along with a spacious study. Upstairs, you'll discover three more bedrooms, 2 full baths, & game room, providing ample space for family and guests. The garage includes an extra storage area.
- Listing Status:
- Active
- Date Added:
- July 8, 2026
- Data Last Updated:
- July 9, 2026 at 2:07PM
- Listing Office:
- Shea Homes : 281-347-2200
- Listing Agent:
- Jimmy Franklin : 1+281-347-2200
- MLS ID:
- 56819908
- General: Sprinkler System
- Style: Traditional
- Parking: Oversized
- Roofing: CompositionEnergy Star/Reflective Roof
- Windows: Insulated/Low-E windows
- General: Insulation - Blown FiberglassSpray Foam InsulationBrickCement SidingStone2Slab
- Road/Access: ConcreteGutters
- HOA Amenities: 1080.0Annually
- Originating MLS: Houston Association of Realtors
- School District: 11 - Conroe
- County: Montgomery
- Zoning: Lot 9 Block1817313
- View: CanalWater View
- Fencing: Back Yard
- Water: Water District
- Source: Houston Association of Realtors
This listing courtesy of Jimmy Franklin , Shea Homes
Monthly Payment
- Principal & Interest $
- Property Taxes $
- Home Insurance $
- VA Funding Fee $






