House
25 photos$249,000
MLS® 1047586
19 2587 SELWYN Rd
Mill Hill, Langford
2 bd1 ba738 sq ft
houses for sale under $1.5M in Mill Hill, Langford
17 houses for sale under $1.5M in Mill Hill, Langford, median asking $899,900 ($165,000 to $1,250,000). That's about $422 per square foot. The typical house has been listed 45 days; 1 came on in the last 7 days.
There are currently 17 houses for sale under $1.5 million in Mill Hill, Langford. The median asking price is $899,900, with listings ranging from $165,000 to $1,250,000. The median price per square foot is $422, and the median time on the market is 45 days. Eleven of the listings are priced under $1 million, and six are under $750,000. Most homes listed have three or four bedrooms, with the median price for three-bedroom homes at $849,900 and four-bedroom homes at $934,900. The median year built is 1999. Six new listings have appeared in the past 30 days, including one added in the last week.
- 17
- houses
- $899,900
- median asking
- $165K to $1.25M
- $422
- median per sq ft
- 45 days
- median on market
- 1
- listed this week
- 6 in 30 days
- 1999
- median year built
asking prices
4
2
5
6
<$500K
$500–750K
$750K–1M
$1–1.5M
$1.5–2M
$2–3M
$3M+
on the map
by type
| type | homes | median |
|---|---|---|
| houses | 17 | $899,900 |
newest listings
all 17 with filters →questions buyers ask
What do houses under $1.5M in Mill Hill, Langford cost?
Median asking price is $899,900 across 17 active listings, ranging from $165,000 to $1,250,000, or about $422/sq ft.
How fast are houses selling here?
The median active listing has been on the market 45 days. 1 houses were listed in the last week and 6 in the last 30 days.
How much more is a 3-bedroom than a 2-bedroom?
Median asking is $269,450 for 2 bedrooms (4 listings) and $849,900 for 3 bedrooms (4 listings).
How old are the homes?
Median year built is 1999 across the listings with a recorded build year.
Statistics are computed from the 17 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.
