sentence stem cards to support book talk/ reading sessions
3 differing levels suitable for KS1, LKS2, UKS2
print, laminate and use over and over again.
This is an oracy staff meeting. The slides are in PowerPoint and are fully editable. I have added some notes on slides which may need further explanation.
Included:
powerpoint 47 slides fully editable
oracy progression map fully editable
discussion roles poster NOT editable
discussion rules poster NOT editable
Templates for -
Science, Geography, History, RE, PSHCE, Art, DT, Computing, English, Maths.
See example card
Set up your own image/ statement/ calculation/ quote in the centre and create statements to show vrying opinions/ include misconceptions. These promote dicsussion and the unpicking of misconceptions as well as encourage children to strengthen their own understanding through discussion.
3 cards
card 1 - KS1
card 2 - LKS2
card 3 - UKS2
laminate and use as a resource to support book talk/ comprehension.
These cards go with my other ‘talk like a …’ cards all available in my TES store
Contains Talk Like a…
Reader
Writer
Mathematician
Musician
Good Citizen
Theologist
Artist
Scientist
Designer
Geographer
Historian
The sentence stems on the cards support discussions and writing! There are 2-3 different levels depending on subject to allow for progression.
We had these cards professionally printed at a local printers, double sided with a matt laminate to avoid any reflection of light and I would highly recommend this! If you need to keep costs lower, I would suggest buying some matt laminating pouches.
The cards we use across the curriculum. Their use should be modelled and encouraged by staff. Encouarge children to challenge themselves to use a variation of stems to avoid repeating the same starters.
Sentence stems to support high quality conversations about writing - both for self assessment and peer assessment.
Print back to back and laminate for a key resource to have to hand in the classroom. These cards go with the other cards in the ‘talk like a …’ set
2 levels of complexity. Set and Set 2