3606 MEADOWBROOK DR, Rapid City, SD 57702
- 3 beds |
- 2 baths |
- 2,800 sqft
Single-Family Home
Built in 1992
0.27acre lot
—— car garage
$154/sqft
Listed 9 days ago
Property Description
Welcome home to the perfect house for easy main-floor living. 3606 Meadowbrook Dr. offers a thoughtfully designed custom-built home with quality finishes throughout. This 3-bedroom, 2-bath home features a handicap-accessible layout and an open inviting floor plan filled with natural light. The main level showcases hardwood floors, carpet, hardwood cabinetry, granite countertops, and a butcher block kitchen island that creates a warm and functional kitchen space. The home's layout is designed for convenience, with the primary living spaces located on the main floor. A 2-car heated garage provides ample parking and storage, while the unfinished basement offers approximately 1,350 square feet of additional space ready for future expansion. A second bathroom is located in the basement, providing added flexibility for future plans. Outside, you'll appreciate the mature landscaping and a wraparound deck that extends the living space outdoors and creates a great setting for relaxing or entertaining. Combining accessibility, custom craftsmanship, and room to grow, this home offers a practical and inviting place to call home. Listed by Karen Soderquist, RE/MAX RESULTS (605) 381-4300 and co-listed by Cheyenne McGriff, RE/MAX RESULTS (605) 209-1988
- Listing Status:
- Active
- Date Added:
- June 15, 2026
- Data Last Updated:
- June 24, 2026 at 12:43PM
- Listing Office:
- RE/MAX RESULTS : 605-341-4300
- Listing Agent:
- KAREN SODERQUIST : 605-381-4300
- MLS ID:
- 179542

- General: Frame
- Style: Ranch
- Parking: Two Car
- Roofing: Composition
- General: RanchFull BasementPoured Concrete
- HOA Amenities: None
- School District: Rapid City
- County: Pennington
- Driveway: West
- Fencing: None
This listing courtesy of KAREN SODERQUIST , RE/MAX RESULTS
Monthly Payment
- Principal & Interest $
- Property Taxes $
- Home Insurance $
- VA Funding Fee $






