33, Courtenay Street, Newton Abbot, TQ12 2QL
33, Courtenay Street

33, Courtenay Street - TQ12 2QL

Last updated Jul 2026

Key Building Insights

33, Courtenay Street is a residential building situated on Courtenay Street, Newton Abbot, TQ12 with 3 addresses.

It ranks as the 371st largest and 264th most expensive of the 628 buildings in the TQ12 area. The most common property type is a modern flat built after 1980.

The building contains a total of 3 properties: 3 flats.

Ave. Sale Price
£148,584
10 Year change
up 20.2%
Ave. Rental Price
£769pcm
10 Year change
up 41.4%
Ave. £ per ft²
£212/ft²
Ave. Gross Yield
6.2%/year/yr
All figures are subject to T&Cs
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Explore Propertieson Courtenay Street, Newton Abbot, TQ12

House
0 houses
Group
3 flats

Our partners and
data sources

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Property Types

  • 2 modern flats built after 1980
  • 1 other address of unknown type
  • modern flat (2)
  • Unknown (1)
Energy Efficiency

Energy Efficiency

  • Energy Performance Certificate (EPC) surveys conducted for 2 properties.
  • The most common rating is B.
  • A (0)
  • E (0)
  • B (1)
  • F (0)
  • C (1)
  • G (0)
  • D (0)
  • No EPC (1)
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Schools Nearby

Schools Nearby

The nearest primary school to 33, Courtenay Street, Newton Abbot, TQ12 2QL is Wolborough Church of England Nursery and Primary School, which is 100 metres away.
  • Wolborough Church of England Nursery and Primary School
    100 m away
  • Bearnes Voluntary Primary School
    300 m away
  • Highweek Community Primary and Nursery School
    500 m away
The nearest secondary school is Newton Abbot College, which is 500 metres away.
  • Newton Abbot College
    500 m away
  • South Devon UTC
    500 m away
  • Coombeshead Academy
    800 m away
More reading links
Source: Ofsted 2026
Public Transport Nearby

Public Transport Nearby

The closest station to 33, Courtenay Street, Newton Abbot, TQ12 2QL is Newton Abbot station, which is 800 metres away.

  • Newton Abbot
    |
    800 m away
  • Torre
    |
    7.8 km away
  • Teignmouth
    |
    8.4 km away
  • Torquay
    |
    9.0 km away
Source: National Rail
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