2207 Bancroft Street 906, Houston, TX 77027
- 2 beds |
- 2 baths |
- 1,220 sqft
Condominium
Built in 2010
—— sqft lot
—— car garage
$590/sqft
Listed 7 days ago
Property Description
Experience elevated high-rise living at The Highland Tower, one of Houston’s most coveted inner-loop addresses near River Oaks District. Residence 906 offers 2 bedrooms, 2 baths and approximately 1,300 sq. ft. with an east-facing balcony showcasing downtown skyline and landscaped garden views. The island kitchen features Carrara marble countertops, Bosch stainless steel appliances, gas cooking and a wine chiller. Hardwood floors, electric shades and fresh paint complete the move-in-ready interior. Enjoy two reserved parking spaces, climate-controlled storage, 24/7 concierge, valet and on-site management, plus a resort-style pool with cabanas, fitness center, party room, outdoor kitchen and BBQ area. Moments from premier shopping and dining at River Oaks District and the Galleria, with easy access to Memorial Park and Houston’s major business centers.
- Listing Status:
- Active
- Date Added:
- August 17, 2026
- Data Last Updated:
- August 25, 2026 at 3:07AM
- Listing Office:
- Foundations Realty : 713-352-9722
- Listing Agent:
- Lindsay Rose : 1+832-421-8969
- MLS ID:
- 72564180
- General: Balcony/TerraceExercise RoomPlaygroundStorageTrash ChuteOutdoor KitchenStorage Outside of Unit
- Parking: AssignedAuto Garage Door OpenerPrivate Garage
- Windows: Insulated/Low-E windowsStorm WindowsWindow Coverings
- General: 9 or More Story
- Road/Access: AsphaltConcreteCurbs
- HOA Amenities: Controlled AccessFitness CenterGarbage ServiceParty RoomPool1366.0Monthly
- Originating MLS: Houston Association of Realtors
- School District: 27 - Houston
- County: Harris
- Zoning: UNIT 906 .0090 INT COMMON LAND & ELE HIGHLAND TOWER CONDO 9T1323530000046
- View: East
- Source: Houston Association of Realtors
This listing courtesy of Lindsay Rose , Foundations Realty
Monthly Payment
- Principal & Interest $
- Property Taxes $
- Home Insurance $
- VA Funding Fee $






