Randolph Grove, Chadwell Heath, RM6

OIRO £440,000 | SSTC

3 bedroom End of terrace house Sold STC
Total Size: 685 SQ FT
or call 020 8150 6001
Property Description
REDBRIDGE BOROUGH- located in a much sought after area within a secure gated development is this well presented three bedroom end of terrace house. Internally the property boasts a kitchen/diner, living room, three bedrooms and first floor bathroom. The property further benefits from a detached garage, off street parking and rear garden/side garden. The property is offered chain free making it an ideal first time purchase or buy to let investment.

Hallway



Living Room (4.39m x 3.73m)



Kitchen (4.39m x 2.39m)



Bedroom One (2.67m x 2.46m)



Bedroom Two (4.34m x 2.44m)



Bedroom Three (2.67m x 1.73m)



Bathroom (1.85m x 1.80m)



Garage (5.51m x 2.59m)



Disclaimer:
All information provided in relation to this property does not constitute or form part of an offer or contract, nor may it be regarded as representations, they are to be used for marketing purposes only. All interested parties are responsible to verify accuracy and your solicitor must verify tenure/lease information, ground rent/service charges, fixtures and fittings and, where the property has been extended/converted, planning/building regulation consents. All dimensions are approximate and quoted for guidance only as are floor plans which are not to scale and their accuracy cannot be confirmed. Reference to appliances and/or services does not imply they are tested and that they are necessarily in working order or fit for the purpose. Any costs occurred would be at the expense of the potential purchaser.



Material Information
  • Tenure: Freehold

Standout Features

Mortgage calculator

Calculate Your Stamp Duty
£
Results
Stamp Duty To Pay:
Effective Rate:
Tax Band % Taxable Sum Tax

Randolph Grove, Chadwell Heath, RM6

Want to explore Randolph Grove, Chadwell Heath, RM6 further? Explore our local area guide

Struggling to find a property? Get in touch and we'll help you find your ideal property.