This lovely 2,000 sq.ft., 4-bedroom, 3-bathroom home is perfect for family living, offering both comfort and space in a highly desirable neighborhood. Conveniently located near excellent schools, parks, and shopping, it provides the ideal setting for a growing family. The spacious floorplan includes separate living and dining rooms, as well as a cozy family room with a fireplace—perfect for gathering with loved ones. Sliding glass doors lead to a 3-season sunroom, offering a tranquil space to relax and enjoy the outdoors. Upstairs, you’ll find four large bedrooms, including a spacious primary suite with a 3-piece ensuite. The additional 4-piece washroom serves the other bedrooms, providing plenty of space and convenience for the whole family. The lower level is ready for your creative ideas—whether you're looking to create a home office, entertainment area or extra living space, the possibilities are endless. The fully fenced, pool-sized backyard is perfect for outdoor play, family gatherings, and endless summer fun. With easy access to nearby parks, trails, and amenities, this home offers the perfect balance of comfort space and a fantastic location for family living.
Property Type:
Residential
Property SubType:
Single Family Residence
Year built:
1971
(Age: 54)
Listing General Location:
337 - Forest Heights, 3 - Kitchener West
Bedrooms:
4
Bathrooms:
3.0
(Full:2/Half:1)
Lot Size:
5,445 sq. ft.506 m2
Lot Details:
113.45 x 46.57
Lot Depth:
113'5"34.6 m
Lot Frontage:
46'7"14.2 m
Frontage Type:
South
Lot Shape:
46.57 x 110.72 x 51.24 x 113.46
Kitchens:
1
Home Style:
Two Story
Elementary School:
Meadowlane (Jk-6), Westheights (7-8), St. Mark (Jk-8)
Data was last updated April 3, 2025 at 03:50 AM (UTC)
Area Statistics
Listings on market:
11
Avg list price:
$750,000
Min list price:
$429,000
Max list price:
$1,099,000
Avg days on market:
16
Min days on market:
6
Max days on market:
64
Avg price per sq.ft.:
$448.8
These statistics are generated based on the current listing's property type
and located in
337 - Forest Heights. Average values are
derived using median calculations.