#Today in 1675 Gottfried Leibniz first introduced his integral ∫ (long 's' for 'summa') and d ('differentia') notation, in the margin of his 'Methodi tangentium inversae exempla'.
View the manuscript — Leibniz-Handschriften zur Mathematik: LH 35, 5, 9 — https://t.co/bXptcGSZfs
#Today in 1675 Gottfried Leibniz first introduced his integral ∫ (long 's' for 'summa') and d ('differentia') notation, in the margin of his 'Methodi tangentium inversae exempla'.
View the manuscript — Leibniz-Handschriften zur Mathematik: LH 35, 5, 9 — https://t.co/bXptcGSZfs
#Today in 1675 Gottfried Leibniz first introduced his integral ∫ (long 's' for 'summa') and d ('differentia') notation, in the margin of his 'Methodi tangentium inversae exempla'.
View the manuscript — Leibniz-Handschriften zur Mathematik: LH 35, 5, 9 — https://t.co/bXptcGSZfs
#Today in 1675 Gottfried Leibniz first introduced his integral ∫ (long 's' for 'summa') and d ('differentia') notation, in the margin of his 'Methodi tangentium inversae exempla'.
View the manuscript — Leibniz-Handschriften zur Mathematik: LH 35, 5, 9 — https://t.co/bXptcGSZfs
• https://t.co/z45mABTD7O
• https://t.co/wn0IA8Kyyh
• https://t.co/xIzmU1ubBY
• https://t.co/3LeBVoVfe8
For more ideas visit https://t.co/CGpaYzekDz
And of course visit the #MathsWeekEngland site https://t.co/C9I6MPwntt
To complement your #MathsWeekEngland (15-21 November) activities why not: perpetrate some random acts of maths, hold a favourite number election, set a mathsy ditloid challenge, and of course, share a mathsy joke or two.
Links to the free resources ↓
@Math_files Recorde also invented the = sign in ‘The Whetstone of Witte’ (to ‘avoide the tediouse repetition of these woordes: is equalle to’) and was the first to use the + and – signs in English, thereby writing the first equation in today’s notation, 14x + 15 = 71. https://t.co/Rx54B1Bn1d
Choose a number from any 'sword' and tell me the sequence of shapes on that 'sword', but lie about the shape that surrounds your chosen number... and I'll tell you that number → The 'Swords of Truth' trick, how it's done and the maths that makes it magic: https://t.co/qGBCpjrDxM
I have a scary joke about math for #Halloween but I'm 2² to say it.
Did you know that ghosts solve quadratic equations by completing the scare?
Mathematicians always confuse Halloween and Christmas, because 31 Oct = 25 Dec.
Trig or treat!
@Math_files The most dangerous problem in mathematics. Was it a Cold War invention of the Soviets to slow the progress of mathematics in the West?! For the story of the Collatz conjecture: https://t.co/FCPTNUNJco
I asked my German friend if he knew what the square root of 81 was. He said no.
For a collection of many more (some 200) mathsy jokes and puns: https://t.co/HJ4Etl6DmH
A Friedman number is a number that can be written in a nontrivial way using its digits and the operations + − × ÷ ^ and concatenation. ‘Nice’ Friedman numbers have their digits in proper order. The only known 'nice' penholodigital Friedman number is:
https://t.co/s4RVojumqs
There are 88 narcissistic numbers, from
153 = 1³ + 5³ + 3³, to
115,132,219,018,763,992,565,095,597,973,971,522,401 = 1³⁹ + 1³⁹ + 5³⁹ + 1³⁹ + 3³⁹ + 2³⁹ + ... + 2³⁹ + 2³⁹ + 4³⁹ + 0³⁹ + 1³⁹
but other than 1, there is only 1 Münchhausen number https://t.co/AquZiuistv:
Planning for ‘stuckness’ in maths and ‘thinking through’ — rather than rigidly scripting — how we teach our students to get out of it: https://t.co/6NjggTtmdK
Why I don't believe in scripted approaches to teaching: On Direct Instruction and direct instruction, and why the distinction matters. https://t.co/1OBSDV4kIh
How many of these can you decode?
For a collection of 150 mathsy ditloids — themed and ranging in difficulty, from easy number facts to events in maths history and fiendish curios to work out — free to download, with and without answers…
https://t.co/lQnIjHKOeK
@DeputyGrocott For maintained schools, at least 380 sessions (190 days) must be held at a school during any school year. Otherwise we could extend the school day by 45 minutes for 39 weeks and have another 6 weeks ‘holiday’! — STPCD and the Education (School Day and School Year) Regs 1999.