David Hale

Cell 250-812-7277 | davidraymondhale@gmail.com

My Listings

2808 Rodney Road
La Langford Proper VICTORIA V9B 4E8

$174,900
Residential beds: 4 baths: 2.0 1,792 sq. ft. built: 1979

Main Photo: 2808 Rodney Road in VICTORIA: La Langford Proper Single Family Detached for sale (Langford)  : MLS®# 113650
Prop. Type:
Residential
MLS® Num:
113650
Status:
Sold
Sold Date:
Dec 29, 1997
Bedrooms:
4
Bathrooms:
2
Year Built:
1979
Suite Deal-With 5% Down You Can Take Advantage Of The Mortgage Helper & Pay Just 650/Mth For An 1100 Sq Ft, 3 Bdrm Home. This Is A Great Family Starter With A Fully Fenced Yard, Fruit Trees, 2 Driveways With Tons Of Rv Parking, Carport & Add'l Storage Downstairs. Close To Schools, Parks, Nature Trails, Langford Lake & Located On A Safe, Quiet Cul-De-Sac. All Appliances Up And Down Are Included.Please Show Upstairs Only On Initial Showing And If Interested We Will Arrange With Tenant Of Suite
Price:
$174,900
Dwelling Type:
Single Family Detached
Property Type:
Residential
Bedrooms:
4
Bathrooms:
2.0
Year Built:
1979
Floor Area:
1,792 sq. ft.
Lot Size:
0.184 acre(s)
MLS® Num:
113650
Status:
Sold
Floor
Type
Size
Other
Level 1
Bedroom
16' × 12'
Level 1
Living-Addl.
13' × 12'
Level 1
Kitchen-Addl.
12' × 6'
Main
Living
14' × 14'
Main
Dining
11' × 11'
Main
Kitchen
11' × 11'
Main
Bedroom
10' × 10'
Main
Bedroom
10' × 10'
Floor
Ensuite
Pieces
Other
Level 1
No
-
4, Finished
Main
No
-
4, Finished
  • Photo 1: 2808 Rodney Road in VICTORIA: La Langford Proper Single Family Detached for sale (Langford)  : MLS®# 113650
    Photo 1 of 1
Larger map options:
Listed by RE/MAX Camosun Westshore, sold on December, 1997
Listing information last updated on December 5, 2014 at 01:15 AM (UTC)
Area Statistics
Listings on market:
103
Avg list price:
$415,000
Min list price:
$149,000
Max list price:
$1,599,000
Avg days on market:
37
Min days on market:
1
Max days on market:
149
Avg price per sq.ft.:
$377.8
These statistics are generated based on the current listing's property type and located in La Langford Proper. Average values are derived using median calculations.

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