Homes for sale in Princess-Rosethorn, Toronto

32 homes for sale in Princess-Rosethorn, Toronto, median asking $2,391,500 ($999,999 to $5,998,000). The typical home has been listed 40 days; 2 came on in the last 7 days. Houses make up 91% of what's for sale.

view 32 homes →
Currently, there are 32 active home listings in Princess-Rosethorn, Toronto, with a median asking price of $2,391,500. Prices range from $999,999 to $5,998,000, and the median time on market is 40 days. Recent activity shows 2 new listings in the past week and 11 in the last 30 days. The majority of listings are houses, with a median price of $2,499,900, followed by land and one townhouse. Most homes have 4 or more bedrooms, with a median price of $2,499,900 for 4-bedroom homes and $2,799,999 for those with 5+ bedrooms. The price distribution shows 2 listings under $1 million, 15 under $2 million, and 17 over $2 million.

Summary written by mihom with AI, from the MLS® listing data on this page (October 25, 2026). The figures below are counted straight from the listings.

32
homes
$2,391,500
median asking
$1000K to $6M
—
median per sq ft
40 days
median on market
2
listed this week
11 in 30 days
—
median year built

asking prices

2
5
8
10
7
<$500K
$500–750K
$750K–1M
$1–1.5M
$1.5–2M
$2–3M
$3M+

on the map

by type

typehomesmedian
houses29$2,499,900

by bedrooms

bedroomshomesmedian
4 bedroom11$2,499,900
5+ bedroom15$2,799,999

by price

pricehomesmedian
under $2M15—
over $2M17—

questions buyers ask

What do homes in Princess-Rosethorn, Toronto cost?

Median asking price is $2,391,500 across 32 active listings, ranging from $999,999 to $5,998,000.

How fast are homes selling here?

The median active listing has been on the market 40 days. 2 homes were listed in the last week and 11 in the last 30 days.

What types of homes are for sale?

29 houses (median $2,499,900), 2 Land (median $999,999), 1 townhouses (median $1,228,000).

statistics are computed from the 32 active MLS® listings matching this page and refresh every few hours with the feed. medians, not averages, so one outlier can't move them.