Adult Courses

Quantum Computing Foundation (Short course)

Course Overview

Fee disclaimer

  • 5 GCSE’s grades 4-9 including Maths & English
  • Essential experience of computing
  • Essential knowledge of programming (preferably Python)
  • Successful completion of initial assessment

Entry requirements

Essential:

  • 5 GCSE’s grades 4-9 including Maths & English
  • Essential experience of computing
  • Essential knowledge of programming (preferably Python)
  • Successful completion of initial assessment

Course information

Quantum computing represents a radical shift in computing technology, harnessing the principles of quantum mechanics to solve problems that are infeasible for classical computers. Unlike classical bits, which represent information as either 0 or 1, quantum bits (qubits) can exist in a superposition of states, enabling them to process vast amounts of data simultaneously. This has the potential to revolutionise fields like cryptography and artificial intelligence.

As quantum computing continues to advance, its ability to solve complex problems exponentially faster than classical computers could lead to breakthroughs in a variety of industries, from finance to healthcare, to material science. Understanding the foundations of quantum computing is essential for anyone wishing to stay at the forefront of technology and innovation.

Unlock your potential, gain a competitive edge, and be part of the next generation of tech leaders. Choose New City College for your Quantum Computing Foundations course – where innovation meets education, and your success is our priority

Key topics

  • Define Quantum Computing Technology.
  • Classical vs Quantum Computer.
  • Discover Real Life Applications of Quantum Computers.
  • Understand Fundamental principle of Quantum Computing.
  • Introduction to Quantum Computing Programming Language Q#
  • Identify Talent Gap and Opportunities in Quantum Computing Field

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What Can This Course Lead To

Successful learners can progress to our higher specialist qualifications:

  •  NCC Quantum Computing Applications

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