1410 Appaloosa TRL Open House Save Request In-Person Tour Request Virtual Tour
Eagan,MN 55122
OPEN HOUSE
Sat Sep 06, 12:00pm - 2:00pm
Key Details
Property Type Single Family Home
Sub Type Single Family Residence
Listing Status Active
Purchase Type For Sale
Square Footage 2,872 sqft
Price per Sqft $200
Subdivision Sherwood Downs
MLS Listing ID 6759254
Bedrooms 4
Full Baths 2
Half Baths 1
Year Built 1993
Annual Tax Amount $5,718
Tax Year 2025
Property Sub-Type Single Family Residence
Property Description
Welcome to 1410 Appaloosa Way in Eagan! This charming one-level rambler sits on a beautiful, wooded lot offering peace, privacy, and nature views right out your back door. Featuring a functional layout with all living facilities on one level, this home includes a spacious living room with large windows for natural light, a well-appointed kitchen, and comfortable bedrooms. The private backyard with mature trees creates the perfect setting for relaxing or entertaining. 3 Bedrooms on Main Level, Owner Suite, 4th Bedroom in lower level, 3 Car Garage, Large Side Yard for recreation. Conveniently located near parks, schools, shopping, and major highways—this home combines comfort, convenience, and a serene setting all in one.
Location
State MN
County Dakota
Zoning Residential-Single Family
Rooms
Dining Room Breakfast Area,Eat In Kitchen,Living/Dining Room
Interior
Heating Forced Air
Cooling Central Air
Fireplaces Number 1
Fireplaces Type Gas,Living Room
Exterior
Parking Features Attached Garage,Asphalt,Garage Door Opener,Storage
Garage Spaces 3.0
Fence None
Pool None
Waterfront Description Pond
Roof Type Age 8 Years or Less
Building
Lot Description Public Transit (w/in 6 blks),Irregular Lot,Many Trees
Story One
Foundation 1564
Sewer City Sewer/Connected
Water City Water/Connected
Structure Type Brick/Stone,Vinyl Siding
New Construction false
Schools
School District Rosemount-Apple Valley-Eagan
Others
Virtual Tour https://www.zillow.com/view-imx/8a131938-da12-4310-9aee-fb620982e72b?wl=true&setAttribution=mls&initialViewType=pano