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Address: 23 Newton Road
Type of Development: Condominium
Tenure: Freehold
District: 11
No. of Units: 28
Year of Completion: 1983
Developer: Superior Developers (S) Pte Ltd
Unit sizes:
2 bedrooms: 115 sq m
4 bedrooms: 290 - 338 sq m
Newton Meadows is located along the
Newton residential strip. It has one of the most
strategic locations being between the Novena and Newton
MRT Stations.
Only a few minutes' drive from the major shopping and
entertainment belt in Orchard Road and Scotts Road,
Newton Meadows provides excellent accessibility to
other parts of the island, linked by the Central
Expressway (CTE), the Pan Island Expressway (PIE) and
Bukit Timah Road, Newton Road and Scotts Road. In
addition, the Newton Mass Rapid Transit (MRT) Station is
within walking distance, with the heart of Orchard Road
just one MRT station away.
Residents may also choose to
take a pleasant stroll down to Novena Square for some
fringe shopping, while supermarkets are ample and
conveniently located nearby in view of the high number
of expatriates living in the vicinity.
| NEWTON MEADOWS LOCATION /
STREET MAP |

Click
to view a larger map
Map reproduced with permission from:
Mighty Minds
Street Directory
| FACILITIES AT
NEWTON MEADOWS |
- Swimming pool
- Squash
- Playground
- BBQ
- Car park
- 24 hours security
Newton MRT Station (NS21)
49, Scotts Road Singapore 228234
How Far? 0.43 km
Novena MRT Station (NS20)
250, Thomson Road Singapore 307642
How Far? 0.68 km
Little India MRT Station (NE7)
60, Bukit Timah Road Singapore 229900
How Far? 1.39 km
| NEAREST SHOPPING CENTRES / MALLS |
United Square (Goldhill)
101, Thomson Road Singapore 307591
How Far? 0.42 km
Goldhill Plaza
1, Goldhill Plaza Singapore 308899
How Far? 0.42 km
Goldhill Shopping Centre
167, Thomson Road Singapore 307619
How Far? 0.46 km
Saint Michael's Primary School
3, Essex Road Singapore 309331
How Far? 0.66 km
Monks Hill Secondary School
12, Winstedt Road Singapore 227978
How Far? 0.67 km
Anglo-Chinese Primary School (ACSP Barker Road)
50, Barker Road Singapore 309918
How Far? 0.68 km |