|COOKIES: By using this website you agree that we can place Google Analytics Cookies on your device for performance monitoring.|
The Maths behind the Magic
This lecture is fully booked. If you'd like to receive early notice of future lectures, please visit http://mmp.maths.org/events/eventlist.php to join our e-mail list. This is a low-volume e-mail list; usually only 1-2 e-mails are sent per term.
This interactive mathematical session will focus on a range of tricks that appear to be magic; however, we will closely examine them to see what is really happening behind the scenes. Some of the tricks work as a result of clever, but simple, mathematics, whilst others are more a case of probability or psychology. A few of the exercises will be left unsolved by the group so students may think about possible solutions after the lecture. Students are asked to bring a pencil or pen and a basic calculator to the lecture.
About the speaker: Adam Boddison is a freelance mathematics consultant interested in engaging the minds of young people with how maths affects everyday life. In addition to teaching maths at both primary and secondary levels, he is a postgraduate researcher investigating how video conferencing technology can enrich the maths curriculum at Key Stage 2. Adam’s wider interests include strategy games, magic and psychology.
Audience: secondary students, ages 11-14*
Admission to all our lectures is free but by ticket only: please email Heather Benucci using the ‘mmptalks’ link above; clearly state the date and title of the lecture you would like to attend and how many tickets you require and we will confirm your ticket allocation by email.
This talk is part of the Millennium Mathematics Project series.
This talk is included in these lists:
Note that ex-directory lists are not shown.
Other listsDarwin College Research Talks Kettle's Yard CrisisCamp Cambridge
Other talksTBC From C to Proton Sea: Bjorken-x Dependence of the Parton Distribution Functions Connecting behavioural and neural levels of analysis An Asymptotic Matching Problem in Braginskii Magnetohydrodynamics Quantum ergodicity and Benjamini-Schramm convergence of hyperbolic surfaces Galois Representations for the general symplectic group