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7333 206A Street
Willoughby Heights Langley V2Y 1V8

$5,200,000
Residential Detached beds: 3 baths: 2.0 2,298 sq. ft. built: 1974

Main Photo: 7333 206A Street in Langley: Willoughby Heights House for sale : MLS®# R2571136
Photo 1: 7333 206A Street in Langley: Willoughby Heights House for sale : MLS®# R2571136
Photo 2: 7333 206A Street in Langley: Willoughby Heights House for sale : MLS®# R2571136
Status:
Active
Prop. Type:
Residential Detached
MLS® Num:
R2571136
Bedrooms:
3
Bathrooms:
2
Year Built:
1974
Rare Opportunity!!! Smith Neighbourhood Centre (Apartment Mixed Use and MixedUse), Densities within the Apartment Mixed Use designation are to be within the range of 98-148 units per hectare (40-60 units per acre). The Mixed Use designation allows for ground floor retail commercial with commercial and/or residential above. Live in the house and wait for the opportunity.
Property Type:
Residential Detached
Dwelling Type:
House/Single Family
Year built:
1974 (Age: 47)
Total area:
2,298 sq. ft.
Total Floor Area:
2,298 sq. ft.
Main Floor Area:
2,298 sq. ft.
No. Floor Levels:
1.0
Bedrooms:
3 (Above Grd: 3)
Bathrooms:
2.0 (Full:2/Half:0)
Taxes:
$11,252.64 / 2020
Lot Area:
41,643 sq. ft.
Lot Frontage:
190'
Lot Depth:
219
Plan:
NWP42064
Basement:
None
Fireplaces:
1
Parking Total/Covered:
6 / 3
Title to Land:
Freehold NonStrata
Clothes Washer/Dryer/Fridge/Stove/DW
Garden
  • Photo 1: 7333 206A Street in Langley: Willoughby Heights House for sale : MLS®# R2571136
    Photo 1 of 2
  • Photo 2: 7333 206A Street in Langley: Willoughby Heights House for sale : MLS®# R2571136
    Photo 2 of 2
Listed by Royalty Group Realty Inc.
Data was last updated June 19, 2021 at 03:10 AM (UTC)
Area Statistics
Listings on market:
89
Avg list price:
$1,548,000
Min list price:
$949,900
Max list price:
$19,999,000
Avg days on market:
37
Min days on market:
1
Max days on market:
361
Avg price per sq.ft.:
$454.1
These statistics are generated based on the current listing's property type and located in Willoughby Heights. Average values are derived using median calculations.
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