15936 Hummingbird LN Active Save Request In-Person Tour Request Virtual Tour
Westlake,FL 33470
Key Details
Property Type Single Family Home
Sub Type Single Family Detached
Listing Status Active
Purchase Type For Sale
Square Footage 1,726 sqft
Price per Sqft $362
Subdivision Meadows Of Westlake
MLS Listing ID RX-10973483
Style Contemporary
Bedrooms 3
Full Baths 2
HOA Fees $110/mo
Year Built 2019
Annual Tax Amount $6,780
Tax Year 2023
Lot Size 10,210 Sqft
Property Description
Tax records are incorrect, this is a 3 Bedroom and NOT a 2 Bedroom. This Beautiful 3/2/2 is located on a Premium Corner Lot, with Impact Glass Windows, upgraded tile flooring and Kitchen with Granite counters & SS Appliances, a perfect Split Bedroom plan with Master Bedroom Walk in Closet with Built in Closet organizer. Sit out in your screened in Lanai and take in the views of your larger than average yard and a corner view of the Lake. Come live the life you were meant too in this great neighborhood and enjoy the amenities available to you along with the Westlake Adventure Park just down the street. Make this home yours today and enjoy life.
Location
State FL
County Palm Beach
Area 5540
Zoning R-1 RESIDENTIAL
Rooms
Other Rooms Laundry-Util/Closet
Interior
Heating Central,Electric
Cooling Electric,Central,Ceiling Fan
Flooring Tile
Exterior
Exterior Feature Screened Patio,Room for Pool,Green House,Zoned Sprinkler,Auto Sprinkler
Garage Garage - Attached,2+ Spaces
Garage Spaces 2.0
Community Features Gated Community
Utilities Available Public Water,Public Sewer,Gas Natural,Cable
Amenities Available Bike - Jog,Cafe/Restaurant,Dog Park,Bocce Ball,Street Lights,Sidewalks,Community Room,Fitness Center,Basketball,Clubhouse
Waterfront No
Waterfront Description None
View Garden
Roof Type Concrete Tile
Exposure West
Building
Lot Description < 1/4 Acre,Paved Road,Public Road,Sidewalks,Corner Lot
Story 1.00
Foundation CBS
Others
Acceptable Financing Cash,VA,FHA,Conventional
Listing Terms Cash,VA,FHA,Conventional
Pets Description No Aggressive Breeds,Number Limit