@MathsDotScot I find that 'Fraction of a circle' is easier to explain and to learn: it ties in with geometry instead of learning yet another opaque formula. It may be 'harder' in a few cases, but those cases connect nicely with solving equtions with factions.
Teaching finding stationary points via differentiation today, I decided to only teach them how to find the x and then y-values, and let them practise that process. Next lesson I'll just teach about completing nature tables: https://t.co/kKxIiJjNmY
Some practice for the kinds of Higher Circle questions that pupils find hard. Because, as @mrallanmaths points out, it's really just S1/2 geometry questions. Feel free to use with either year group! https://t.co/QHJAy2KpgU
I made this towards the end of our topic on quadrilaterals (and they had previously done circles). Pupils always need more practice of working backwards, and this worked well: the difficulty ramps up nicely. Worksheet with answers is at https://t.co/olfodqTsYL
@onechriswhite@hartmaths@mathsjem I have no problem with pedants. Do you have a better suggestion? (I also wondered about that phrase when writing it, but since in Scotland we refer to Standard Index Form as Scientific Notation I thought I woudl be safe...)
This pupil answered a reverse percentages question with a method that I'd never thought of, but which makes perfect sense. They've just invented negative indices with a 'real' context.
@mathycathy@Desmos Thanks! I'd had the same idea about making a Desmos version - it would be a great way to be able to see _every_ pupil's idea to then compare and contrast, especially if you challenge them to try to be unusual.