Situated in the heart of Orchard Road, 313@somerset is a vibrant shopping mall that brings together an exciting mix of international brands, dining options, and lifestyle experiences.

Browse through all the shops at 313@somerset. Find contact information & directions for specific stores all in one easy to use place!

View all the shops at 313@somerset on our interactive map. Find contact information & directions for specific stores all in one easy to use place!

Understanding the Context

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Adopted as the motto in 1911, the phrase is taken from the Anglo-Saxon Chronicle. Somerset was a shire of the Anglo-Saxon kingdom of Wessex, and the phrase refers to the wholehearted support the people.

Right in the heart of Orchard Road, 313@Somerset is perfect for shopping, dining, and people-watching. From global fashion brands to cozy cafes, it has something for everyone.

Home to many shops and restaurants, Somerset is a paradise for shopaholics and foodies. Follow this guide to have the best experience here!

Somerset, MA - Geographic Facts & Maps - MapSof.net

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Somerset, MA - Geographic Facts & Maps - MapSof.net
Moving to Somerset, Massachusetts – BtoBers
Somerset, MA Weather, Tides, and Visitor Guide | US Harbors
Somerset MA Waterfront Homes For Sale - 8 Homes | Zillow
Somerset, MA Housing Data | BestNeighborhood.org

Key Insights

313@Somerset is a Shopping Malls located in Somerset. A number of Beaded Sandals, Beverage Store and others 232 business can be found in 313@Somerset.

Somerset is located in Somerset Singapore. Located beside Orchard Road district, the shopping hub of Singapore, Somerset is filled with shopping Malls, hotels, posh condominiums and other commercial.

Explore a variety of dining options at 313@somerset, from cosy cafs and quick bites to a lively food court offering local and international flavours all in the heart of Orchard Road.

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Question: A mechanical engineer is testing 8 components, 3 of which are defective. If she randomly selects 3 components to test in sequence, what is the probability that at least one defective component is selected?
Total number of ways to choose 3 components from 8:
Number of ways to choose 3 non-defective components (there are 5 non-defective):

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