103 Chatham Drive, Kettering, OH 45429
- 3 beds |
- 3 baths |
- 1,578 sqft
Single-Family Home
Built in 1941
9,544sqft lot
2 car garage
$206/sqft
Listed 12 days ago
Property Description
You’ll love this well-cared-for 3-bedroom, 3-bath home in a great West Kettering location! With about 1,578 sq ft, this home offers a comfortable, functional layout including a private primary suite upstairs that gives you a little extra space and separation. There’s plenty of room to spread out with multiple living areas, plus a fully enclosed sunroom that’s perfect for relaxing year-round. Step outside to enjoy the side porch, and appreciate the convenience of a 2-car attached garage. This home has also had many of the big-ticket items taken care of for you. Recent updates include a new A/C motor and sump pump (2025), Hot Water Heater (2025), Gilkey windows on the south side and a beautifully refinished upstairs bath (2024), and a new GE range (2023). You’ll also have peace of mind with a roof replaced in 2020 and the chimney repointed in 2018. Located just minutes from shopping, dining, golf, highways, and the Fraze Pavilion, you’re close to everything while still enjoying an established neighborhood setting. Move right in and start enjoying—this one is ready to go! Buyers, please rely on own measurements.
- Listing Status:
- Active
- Date Added:
- June 22, 2026
- Data Last Updated:
- July 5, 2026 at 2:20AM
- Listing Office:
- Sibcy Cline Inc. : (937) 432-3700
- Listing Agent:
- Mike Kelly : (937) 470-7775
- MLS ID:
- 962356

- General: FencePorch
- Other Structures: Porch
- Parking: AttachedGarageTwo Car GarageGarage Door Opener
- General: BrickOne and One Half
- Originating MLS: DAYTON_DABR
- School District: Kettering
- County: Montgomery
- Zoning: Residential1 PT H C HUBER 6N64-00902-0001
- Utilities: Sewer Available220 Volts in Garage
- Sewer: Storm Sewer
- Source: DAYTON_DABR
This listing courtesy of Mike Kelly , Sibcy Cline Inc.
Monthly Payment
- Principal & Interest $
- Property Taxes $
- Home Insurance $
- VA Funding Fee $






