9200 Se Azalea St, Happy Valley, OR 97086
- 4 beds |
- 3 baths |
- 2,332 sqft
Single-Family Home
Built in 2026
—— sqft lot
2 car garage
$289/sqft
Listed 1 day ago
Property Description
This must-see Pacific has great views of nearby parks, walk paths, and features 4 bedrooms, 2.5 baths, a bonus room on the upper floor, and a den on the main floor that are both great for an at-home office or guest bedroom. The main level features an open concept living space with a fantastic floor-to-ceiling fireplace, and a modern kitchen that is perfect for hosting. The gourmet kitchen has high-end features including quartz countertops, a large island with an eat-at breakfast bar, shaker cabinetry, microwave hood vent, and a stainless-steel induction range. The primary bedroom has a double vanity with a walk-in shower, and a sizable walk-in closet. Receive a closing cost credit with use of builder’s preferred lender, reach out for more details. Come see D.R. Horton’s wonderful new community in Happy Valley before it’s too late! Photos are representative of plan only and may vary as built. Visit Avery Terrace today and find your new home! Model office hours are Saturday through Wednesday 10:00am - 5:30pm.
- Listing Status:
- Active
- Date Added:
- May 28, 2026
- Data Last Updated:
- May 30, 2026 at 12:41AM
- Listing Office:
- D. R. Horton, Inc Portland : 503-222-4151
- Listing Agent:
- Heather Quirke : 503-840-0943
- MLS ID:
- 433410093

- General: Cement sidingPorchYard
- Style: Stories 2
- Parking: DrivewayParking spaces: 2
- Roofing: Composition
- Windows: DoublePaneWindows
- General: Concrete perimeter
- Road/Access: Paved
- HOA Amenities: CommonsManagement57.0Monthly
- Originating MLS: Regional Multiple Listing ServiceInc.
- County: Clackamas
- Zoning: Lot 53New Construction
- Water: Public water
- Sewer: Public sewer
- Source: Regional Multiple Listing ServiceInc.
This listing courtesy of Heather Quirke , D. R. Horton, Inc Portland
Monthly Payment
- Principal & Interest $
- Property Taxes $
- Home Insurance $
- VA Funding Fee $






