Condo
31 photos$749,900
MLS® 1043697
200 3564B Ryder Hesjedal Way
Royal Bay, Colwood
2 bd2 ba896 sq ft
condos for sale under $2M in Colwood
24 condos for sale under $2M in Colwood, median asking $552,450 ($385,000 to $849,900). That's about $700 per square foot. The typical condo has been listed 18 days; 2 came on in the last 7 days.
The condo market for listings under $2M in Colwood currently has 25 active listings, with the median asking price at $529,900 (ranging from $385,000 to $849,900). The median price per square foot is $690, and the median time on market is 19 days. Five units have been listed in the past week, and 15 in the last 30 days. The median year built is 2025, indicating a focus on newer developments. Most listings are two-bedroom units (18), with a median price of $649,500, while seven are one-bedroom units at a median of $514,900. Royal Bay has the most listings (14), with a median price of $659,000, followed by Colwood Corners (6, median $439,950). Twenty-two listings are under $750K, and all 25 are under $1M. The Origin at Beachlands building accounts for four of the listings.
- 24
- condos
- $552,450
- median asking
- $385K to $850K
- $700
- median per sq ft
- 18 days
- median on market
- 2
- listed this week
- 15 in 30 days
- 2025
- median year built
asking prices
7
14
3
<$500K
$500–750K
$750K–1M
$1–1.5M
$1.5–2M
$2–3M
$3M+
on the map
by type
| type | homes | median |
|---|---|---|
| condos | 24 | $552,450 |
newest listings
all 24 with filters →questions buyers ask
What do condos under $2M in Colwood cost?
Median asking price is $552,450 across 24 active listings, ranging from $385,000 to $849,900, or about $700/sq ft.
How fast are condos selling here?
The median active listing has been on the market 18 days. 2 condos were listed in the last week and 15 in the last 30 days.
How old are the homes?
Median year built is 2025 across the listings with a recorded build year.
Statistics are computed from the 24 active MLS® listings matching this page at render time and refresh hourly with the feed. Medians, not averages, so one outlier can't move them.
