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“Maximise Your Summer” STEP 1 Bundle

£599.00 £499.00 for 8 months

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☚ Click here to go back to all currently-available STEP courses.

Pricing:

  • £499 before 5pm 30th April
  • £529 before 5pm 24th July
  • £599 thereafter

A bundle comprising:

In Person Courses:

STEP Summer School

  • Details: July 21st – 23rd, Marylebone – London, 10am – 4pm
  • Prerequisites: suitable for students who have studied Year 12 A-level Maths.
  • Content: STEP Questions in the context of
    • Proof by contradiction, counterexample, induction, and division into cases
    • Manipulating inequalities
    • Necessary and sufficient conditions
    • Taking advantage of symmetries

 

Plus 8 months of access to online versions of our:

  • Online-Only STEP 1 Course
  • STEP 1 Video Solutions 2011 – 2017

See bottom of page for more information about the courses and what they contain.

Description

A bundle comprising:

In Person Courses:

STEP Summer School

  • Details: July 21st – 23rd, Marylebone – London, 10am – 4pm
  • Prerequisites: suitable for students who have studied Year 12 A-level Maths.
  • Content: STEP Questions in the context of
    • Proof by contradiction, counterexample, induction, and division into cases
    • Manipulating inequalities
    • Necessary and sufficient conditions
    • Taking advantage of symmetries

 

Plus the following online resources:

  • Online-only STEP 1 Course (online course covering STEP questions on: sequences and series, approximations of integrals, graph sketching, logarithms)
  • STEP 1 Video Solutions – detailed solution videos for the years:
      • 2011
      • 2012
      • 2013
      • 2014
      • 2015
      • 2016
      • 2017
    • Includes mechanics and statistics questions!

Platinum Bonus: STEP Intuition Videos

Animations and visualisations for those questions from each STEP past paper for which visual intuition is most useful, typically those involving geometry, graphs, multiple cases, and changing parameters. Watch alongside the past paper solutions to develop your own intuition and gain a more profound understanding of what is going on behind the algebra.

 

Example Past Paper Solution Video:

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