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Imperial Suites

350 Concession St, Hamilton City

Features

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Price/Sqft Range

1000 sqft - 1199 sqft

Avg Price/Sqft

$408 / sq. ft.

Completed

Built:

Building Scale

Floors: 9 | Total Units: 27

Building Details

Building Type

High-Rise condo

Condo Corp

WCC-461

Description

About Imperial Suites

  • Address: 350 Concession St, Hamilton
  • Neighbourhood: Stoney Creek Mountain
  • Developer: Hamilton City
  • Storeys: 9
  • Units: 27
  • Building Type: High-Rise condo
  • Condo Corporation: WCC-461
  • Average Price: $408 / sq. ft.

Overview

Imperial Suites is a high-rise condo located at 350 Concession St in the Stoney Creek Mountain neighbourhood of Hamilton. The building was developed by Hamilton City and stands 9 storeys tall.

The development contains 27 total units within the Stoney Creek Mountain area. As a high-rise residence, it provides a low-density living environment relative to the number of storeys and units.

Suite Sizes & Value

Suites at Imperial Suites range in size from 1000 sqft to 1199 sqft.

The average price for units in this building is $408 / sq. ft.

Building Amenities & Features

  • Specific amenity details and maintenance fee inclusions for this building are not currently listed.

Location Highlights

  • Address: 350 Concession St, Hamilton
  • Neighbourhood: Stoney Creek Mountain

Lifestyle Near Imperial Suites

Imperial Suites offers a high-rise living experience in the Stoney Creek Mountain neighbourhood. With a total of 27 units, the building provides residents with a smaller community feel. The suite sizes, which range between 1000 and 1199 square feet, accommodate larger living spaces within a 9-storey structure.

About the Developer

The builder listed for this property is Hamilton City. This developer is responsible for the Imperial Suites project located at 350 Concession St in Hamilton, which consists of 27 units and 9 storeys.


Stoney Creek Mountain Insights

growth

Sale Price

Average

Median

Generated based on property type and location. Average values are derived using median calculations.