3511 59th Street Ct Gig Harbor, WA 98335

UPDATED:
Key Details
Property Type Single Family Home
Sub Type Single Family Residence
Listing Status Active
Purchase Type For Sale
Square Footage 1,898 sqft
Price per Sqft $415
Subdivision Gig Harbor
MLS Listing ID 2518296
Style 10 - 1 Story
Bedrooms 3
Full Baths 2
HOA Fees $280/ann
Year Built 1994
Annual Tax Amount $5,887
Lot Size 0.341 Acres
Property Sub-Type Single Family Residence
Property Description
Location
State WA
County Pierce
Area 6 - Gig Harbor South
Rooms
Basement None
Main Level Bedrooms 3
Interior
Interior Features Bath Off Primary, Ceiling Fan(s), Dbl Pane/Storm Window, Dining Room, Fireplace, French Doors, Skylight(s), Vaulted Ceiling(s), Walk-In Closet(s), Water Heater
Flooring Laminate, Carpet
Fireplaces Number 1
Fireplaces Type Gas
Fireplace true
Appliance Dishwasher, Dryer, Microwave, Refrigerator, Stove(s)/Range(s), Washer
Exterior
Exterior Feature Brick, Wood
Community Features Athletic Court, CCRs
Amenities Available Fenced-Fully, High Speed Internet, Outbuildings, Patio, Sprinkler System
View Y/N No
Roof Type Composition
Garage Yes
Building
Lot Description Cul-De-Sac, Dead End Street, Paved
Story One
Sewer Septic Tank
Water Public
New Construction No
Schools
Elementary Schools Harbor Heights Elem
Middle Schools Goodman Mid
High Schools Gig Harbor High
School District Peninsula
Others
HOA Fee Include Common Area Maintenance
Senior Community No
Acceptable Financing Cash, Conventional, FHA, VA Loan
Listing Terms Cash, Conventional, FHA, VA Loan
Virtual Tour https://www.zillow.com/view-imx/a29ecc38-74d5-4882-963b-e19d7e7db3be?wl=true&setAttribution=mls&initialViewType=pano

Mortgage Calculator
WORK WITH US
Reach out to an expert real estate agent today. Dive into the world of luxury real estate with guidance from our devoted team. Your dream home is within reach.
SELLER SERVICES
We take the stress out of selling your home by providing a seamless experience from start to finish. Our team will put you in the best position to market your home and sell it for the highest possible price.



