Suzhou MathsJam

2nd to last Tuesday of each month at the Other Stone - Basement of Suzhou Olympic Center. Come enjoy puzzles and a pint

[Mark McCourt @EmathsUK]

Fairly interesting new study, which finds, inter alia, when teachers dedicate more class time to requiring their pupils to actually practising mathematics, pupils do better in mathematics exams.

To the complete surprise of absolutely nobody.

https://t.co/2GdvUOv3FE

[Suzhou MathsJam @SuzhouJ]

Suzhou MathsJam in full swing! #mathsjam

[Suzhou MathsJam @SuzhouJ]

@SingMathsJam Oh I enjoyed the trig one :)

[Suzhou MathsJam @SuzhouJ]

Suzhou MathsJam in full swing! #mathsjam

[Teachers of Maths @ATMMathematics]

We are pleased to announce that the Joint Conference of Mathematics Subject Associations is now completely sold out for both residential and day places. If you wish to be added to the waiting list, please email [email protected]
#jointconf23

[Martin Crozier @Statsyman]

Calling all maths teachers in China! Bring a team to Suzhou for High School Team Maths contest!

[Suzhou MathsJam @SuzhouJ]

#Mathsjam

[Suzhou MathsJam @SuzhouJ]

@murderousmaths @MathsJam @Statsyman It’s very quiet and also my bed time

[Suzhou MathsJam @SuzhouJ]

My icosahedral Ocarina works! Soooo happy!! @Statsyman @MathsJam

[Suzhou MathsJam @SuzhouJ]

@SamHartburn @Statsyman @MathsJam Hehe thanks! I have a matching mask (still a thing here )

[Suzhou MathsJam @SuzhouJ]

@SamHartburn Quiet but it works!

[Suzhou MathsJam @SuzhouJ]

@SamHartburn It works!!

[Suzhou MathsJam @SuzhouJ]

@SamHartburn A completed picture would be awesome

[Suzhou MathsJam @SuzhouJ]

@SamHartburn Just@got to figure out the mouthpiece

[Suzhou MathsJam @SuzhouJ]

@SamHartburn Yup need help haha

[Suzhou MathsJam @SuzhouJ]

@Statsyman

[Suzhou MathsJam @SuzhouJ]

Making our icosahedral ocarina ! @SuzhouJ @Mathsjam

[Suzhou MathsJam @SuzhouJ]

@sonukg4india Think about the previous similar question where you can create a cubic whose roots are a,b,c and then substitute these into that cubic (three times) ‘bump’ them up by multiplying each by its respective root and add them together

[Suzhou MathsJam @SuzhouJ]

@sonukg4india Can’t we just raise both by a power of 6 (since both are bigger than 1) and compare those? So 2^3 and 3^2. Therefore cube root of 3 is bigger.