Condos For Sale in Westminster-Branson

Sort By: For you
53 Listings
Trending Now in Westminster-Branson 🔥 View All
Homes sparking the most interest right now.
$439,000
$•••,•••
133 Torresdale Ave #1801, Toronto
Condo
2
2
1000-1199 sq ft
Listed by SUTTON GROUP-ADMIRAL REALTY INC.
$749,000
80 Antibes Dr #2502, Toronto
Condo
3
2
1200-1399 sq ft
Listed by TERRA REALTY INC.
$689,800
1101 Steeles Ave #PH111, Toronto
Condo
2
2
1200-1399 sq ft
Listed by FOREST HILL REAL ESTATE INC.
$765,000
$•••,•••
285 Antibes Dr #11, Toronto
Condo
3
3
1200-1399 sq ft
Listed by iCloud Realty Ltd.

Showing results

1 - 10 of 53

Tour homes in this area

We'll be in touch shortly to help you with your home search.

By submitting this form, you agree your information may be shared with a Wahi REALTOR® or a Partner REALTOR® to provide the service requested. See our privacy policy for more information.

Westminster-Branson Real Estate Market FAQs

Last updated May 14, 2026

How many real estate listings are currently for sale in Westminster-Branson?

As of today, the Westminster-Branson real estate market currently has 11 detached homes, 3 semi-detached homes, 53 condos, and 1 townhouses, totaling 68 listings in Westminster-Branson.

How many new properties were listed in Westminster-Branson in the last 30 days?

In the last month, Westminster-Branson has 5 new detached homes, 0 new semi-detached homes, 33 new condos, and 2 new townhouses, totaling 40 new properties listed.

How much does a detached home cost in Westminster-Branson?

In the last month, the median sold price for a detached home price in Westminster-Branson is $1,358,500, which is an increased of 25.7% on the same period last year.

How much does a condo cost in Westminster-Branson?

In the last month, the median sold price for a condo price in Westminster-Branson is $606,000, which is an decreased of 14.5% on the same period last year.

How much does a townhouse cost in Westminster-Branson?

In the last month, the median sold price for a townhouse price in Westminster-Branson is $0, which is an decreased of Infinity% on the same period last year.

loading house imageloading...