- Place keywords onto the grid and ask students to provide the definitions or vice versa. This good for when the students need to remember lots of key terms and processes. The example I’ve used for this is the river processes of erosion, transport and deposition. This method works the same for when students need to remember key formulas in science and maths.
- You could ask a series of questions on the squares and ask students to provide the answers.
For example ‘Who said ….’, ‘When did …’ or ‘What happened when ….’
It's been a while since I have last shared a murder mystery. So here is my Harry Potter themed murder mystery. The topic if you haven't guessed it yet is calculating the mean specifically from a table. Everybody loves a play on words, right?
This murder mystery was part of a lesson I did with my year 7's recently, I've wanted to spend the time in creating a good mean from the table lesson for a while. I started with a stopclock starter where students had to calculate the median, mode and range from lists and tables. This warmed the students up and refresh their knowledge of both grouped and ungrouped tables.
I introduced the murder mystery by asking the students to read the newspaper article which always gets a buzz in the classroom. Following this I displayed the four suspects Professor Snape, Sirus Black, Draco Malfoy and Bellatrix Lestrange. This information card also includes their individual stats.
We’ve all experienced it at some point in life and we’ve probably experienced it as teachers more so than those who aren’t.
The moment when you ask a question to a class or when training colleagues and nothing happens. Well I say nothing happens… physically in the room nothing happens. However I could swear I’ve seen tumble weed rolling around my classroom and I’ve heard several pin drops inside my head.
When I first started teaching this would often send me into a tail spin. I would either end up answering the question for the students or provide enough hints and suggestions that the students were none the wiser of the answer to the original question.
The new grades 1 to 9 GCSE maths passports are a resource designed to encourage students to have independence of their revision. However the maths GCSE passport resources also provides direction for the students about how to revise maths, which maths topics to revise and where to look for maths resources. Students commonly struggle to be able to correctly revise mathematics. Many believe reading through a revision guide is enough no matter how many times you tell the students the need to complete maths questions.
Since the new 1-9 curriculum has been launched, I thought very carefully over whether to make a new version of the passports and I have decided it would agian be useful. A word of caution I have given each passport targeted grades, this does not mean the subjects inside the passports are grade x, it is just roughly what I see students of each ability are generally able to achieve.
The new grades 1 to 9 GCSE maths passport resources are more detailed than ever before. Instead of there being only three passports there are now five. The GCSE maths passports support students with revision of basic numeracy skills up to complex mathematical concepts. There are five different passports in total two foundation, one cross over foundation/ higher and two higher passports.