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Published byDiane Ray Modified over 8 years ago
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Wednesday 4 th May
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To introduce Stirling’s Numeracy Framework To share our learning and teaching methods To help you support your child at home Aims:
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Making Sense of Number
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Aim to develop number sense in children - not just facts They will need to use maths and number in their lives and work in various ways Early Development
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P2 Kippen pupils questionnaire showed that they did not know anyone who used numbers in their job! Children need to see that number is important in their lives.
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Put the M in S.T.E.M! We held a ‘Digit Day’ and invited parents from different professions in to talk about how they use number and maths in their jobs.
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Put the M in S.T.E.M! We held a ‘Digit Day’ and invited parents from different professions in to talk about how they use number and maths in their jobs.
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Talking about number Numeracy is relevant!
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Two key concepts Cardinality and Ordinality At early stage children need to develop both. Lots of experience of counting and checking. Children need to develop flexibility with number!
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8+5 (two screened collections) Perceptual Counter Figurative Counter The counting–on child Non–count by ones child Levels of Counting
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Activities Pile of 50 counters- Get me 8 from the pile please. Lots of opportunity- check labelled collections Practise forward number sequence- they need to know this to match the collection requested. Subitize - Dice Pattern Once child ok with pattern to 6 then combining activities- using dots of two colours,e.g. 5 patterns. 3 red 2 blue (flash- what see?) extend to 6-10 Young Child - Emergent
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Show me 6
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Older children using fingers to do 17-15-need to develop strategies. Double finger pattern. Bonds with reference to 5. Why use 5 and 10’s? Counting Combine and partition using 5 and 10 as reference points – less likely to count in 1’s Abacus Great for reinforcing these reference points Numbers more than 5 – Need to know in terms of their 5+ structure 5+2=7 5+3=8 Five wise patterns on ten frame Early Years – Encourage finger patterns!
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Counting backwards from 40 going downstairs
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Counting backwards from 50 making a numberline
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P1 Problem Solving – Separate (Result Unknown) An example of different strategies used is shown in these images. Rudolph had 6 carrots and he ate 3. How many did he have left?
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Using Strategies to Divide! A farmer has 18 eggs, he needs to split them into boxes of 6. How many boxes does he need?
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Word Problems A farmer has 5 eggs, he needs 25. How many more does he need?
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