3393 English Hills Drive, Grand Rapids, MI 49544
- 3 beds |
- 3 baths |
- 2,176 sqft
Condominium
Built in 1989
—— sqft lot
2 car garage
$156/sqft
Listed 19 days ago
Property Description
Welcome home to this spacious, pet-friendly condo on the desirable Northwest side, conveniently located near shopping, restaurants, and everyday amenities. This well-maintained home offers 3 bedrooms and 3 full baths, with an open and inviting main floor featuring vaulted ceilings, hardwood floors, and a dramatic wall of windows that fills the space with natural light. Sliding doors lead to a private deck overlooking beautiful greenspace. The primary suite boasts a generous walk-in closet and a recently remodeled en-suite bath featuring a handicap-accessible zero-entry shower, newer vanity with quartz countertops, and modern finishes. The main level also includes a spacious living room with a gas fireplace and brick surround, a second bedroom, full bath with linen closet, breakfast nook, and a well-appointed kitchen with Rose' cabinetry, stainless steel appliances, and quartz countertops. Convenient main-floor laundry adds to the home's
- Listing Status:
- Active
- Data Last Updated:
- July 5, 2026 at 4:45AM
- Listing Office:
- Five Star Real Estate (Main) : 616-791-1500
- Listing Agent:
- Jamie Rodriguez : 616-516-1035
- MLS ID:
- 70539200

- Parking: Parking spaces: 2
- General: Wood SidingOneBasement
- Road/Access: Private Road
- HOA Amenities: Snow RemovalTrashWater440.0Monthly
- Originating MLS: MiRealSource
- School District: Kenowa Hills Public Schools
- County: Kent
- Zoning: 411302265003 UNIT 3 * ENGLISH HILLS CONDOMINIUMS KENT COUNTY CONDOMINIUM SUBDIVISION PLAN NO.172 LIBER 2662 PAGE 1067 AS AMENDED BY REPLAT NO.1 LIBER 2963 PAGE 613 & AS AMENDED BY LIBER 5483 PAGE 794 & AS AMENDED BY REPLAT NO.2 INSTRUMENT NO.20160202 -009506
- Water: Public
- Source: MiRealSource
This listing courtesy of Jamie Rodriguez , Five Star Real Estate (Main)
Monthly Payment
- Principal & Interest $
- Property Taxes $
- Home Insurance $
- VA Funding Fee $



