Competition Maths Catchup
Wed, 08 Mar
|Peter Hall Building G14
Find all functions f from the positive integers to the positive integers such that for all x, y we have: 2y f(f(x^2)+x)=f(x+1)f(2xy) Did that grab your attention? If so, be sure to check out our Competition Maths Catchup!
Time & Location
08 Mar 2023, 5:30 pm – 7:00 pm
Peter Hall Building G14
About the Event
Find all functions f from the positive integers to the positive integers such that for all x,y we have: 2y f(f(x^2)+x)=f(x+1)f(2xy)
Did that grab your attention? If so be sure to check out our Competition Maths Catchup! We’ve prepared an assortment of interesting logic and geometry brain teasers catering to all experience levels.
Come down to Peter Hall G14 on Wednesday 8th March 5:30pm, and enjoy some free cookies and chocolates under the guise of solving competition problems together. You may just learn a trick or two. Whether you’re vaguely curious or a seasoned brainteaser veteran, come down and enjoy this problem solving evening with us!