Delaney Heights, Cannon Street, Salford, M3 6FD
Delaney Heights, Cannon Street

Delaney Heights, Cannon Street

|
M3 6FD
|
M3 6FE
Last updated Jul 2026

Key Building Insights

Delaney Heights, Cannon Street is a residential building situated on Cannon Street, Salford, M3 with 118 addresses.

It ranks as the 204th largest and 173rd most expensive of the 249 buildings in the M3 area. The most common property type is a modern flat built after 1980.

The building contains a total of 118 properties: 118 flats.

Ave. Sale Price
£230,862
10 Year change
up 18.1%
Ave. Rental Price
£1,348pcm
10 Year change
up 38.4%
Ave. £ per ft²
£407/ft²
Ave. Gross Yield
7.0%/year/yr
All figures are subject to T&Cs
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Explore Propertieson Cannon Street, Salford, M3

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0 houses
Group
118 flats

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Property Types

  • 118 modern flats built after 1980
  • modern flat (118)
Energy Efficiency

Energy Efficiency

  • Energy Performance Certificate (EPC) surveys conducted for 118 properties.
  • The most common rating is C.
  • A (0)
  • E (0)
  • B (52)
  • F (0)
  • C (66)
  • G (0)
  • D (0)
  • No EPC (0)
Schools Nearby

Schools Nearby

The nearest primary school to Delaney Heights, Cannon Street, Salford, M3 6FD is The Cathedral School of St Peter and St John RC Primary, which is 100 metres away.
  • The Cathedral School of St Peter and St John RC Primary
    100 m away
  • The Friars Primary School
    200 m away
  • River View Community Primary School
    600 m away
The nearest secondary school is The Albion Academy, which is 1.3 kilometres away.
  • The Albion Academy
    1.3 km away
  • Oasis Academy MediaCityUK
    2.1 km away
  • Eden Boys' Leadership Academy, Manchester
    2.2 km away
More reading links
Source: Ofsted 2026
Public Transport Nearby

Public Transport Nearby

The closest station to Delaney Heights, Cannon Street, Salford, M3 6FD is Salford Central station, which is 700 metres away.

  • Salford Central
    |
    700 m away
  • Salford Crescent
    |
    1.0 km away
  • Manchester Victoria
    |
    1.2 km away
  • Deansgate
    |
    1.7 km away
Source: National Rail
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